?_backward_trig_transform
?_commit_Helmholtz_2D
?_commit_Helmholtz_3D
?_commit_sph_np
?_commit_sph_p
?_commit_trig_transform
?_forward_trig_transform
?_Helmholtz_2D
?_Helmholtz_3D
?_init_Helmholtz_2D
?_init_Helmholtz_3D
?_init_sph_np
?_init_sph_p
?_init_trig_transform
?_sph_np
?_sph_p
?asum
?axpby
?axpy
?axpyi
?bdsdc
?bdsqr
?cabs1
?ConvExec
?ConvExec1D
?ConvExecX
?ConvExecX1D
?ConvNewTask
?ConvNewTask1D
?ConvNewTaskX
?copy
?copy_batch
?copy_batch_strided
?CorrExec
?CorrExec1D
?CorrExecX
?CorrExecX1D
?CorrNewTask
?CorrNewTask1D
?CorrNewTaskX
?CorrNewTaskX1D
?dbtf2
?dbtrf
?disna
?dot
?dotc
?dotci
?doti
?dotu
?dotui
?dtsvb
?dttrf
?dttrfb
?dttrsb
?dttrsv
?feast_hbev
?feast_hbgv
?feast_hcsrev
?feast_hcsrgv
?feast_heev
?feast_hegv
?feast_sbev
?feast_sbgv
?feast_scsrev
?feast_scsrgv
?feast_srci
?feast_syev
?feast_sygv
?gamn2d
?gamx2d
?gbbrd
?gbcon
?gbequ
?gbequb
?gbmv
?gbrfs
?gbrfsx
?gbsv
?gbsvx
?gbsvxx
?gbtf2
?gbtrf
?gbtrs
?gebak
?gebal
?gebd2
?gebr2d
?gebrd
?gebs2d
?gecon
?geequ
?geequb
?gees
?geesx
?geev
?geevx
?gehd2
?gehrd
?gejsv
?gelq
?gelq2
?gelqf
?gelqt
?gelqt3
?gels
?gelsd
?gelss
?gelsy
?gem2vc
?gem2vu
?gemlq
?gemlqt
?gemm
?gemm_batch
?gemm_batch_strided
?gemm3m
?gemm3m_batch
?gemqr
?gemqrt
?gemv
?geql2
?geqlf
?geqp3
?geqpf
?geqr
?geqr2
?geqr2p
?geqrf
?geqrfp
?geqrt
?geqrt2
?geqrt3
?ger
?gerc
?gerfs
?gerfsx
?gerq2
?gerqf
?geru
?gerv2d
?gesc2
?gesd2d
?gesdd
?gesv
?gesvd
?gesvj
?gesvx
?gesvxx
?getc2
?getf2
?getrf
?getri
?getrs
?getsls
?ggbak
?ggbal
?gges
?ggesx
?ggev
?ggevx
?ggglm
?gghrd
?gglse
?ggqrf
?ggrqf
?ggsvd
?ggsvp
?gsum2d
?gsvj0
?gsvj1
?gtcon
?gthr
?gthrz
?gtrfs
?gtsv
?gtsvx
?gttrf
?gttrs
?gtts2
?hbev
?hbevd
?hbevx
?hbgst
?hbgv
?hbgvd
?hbgvx
?hbtrd
?hecon
?hecon_3
?hecon_rook
?heequb
?heev
?heevd
?heevr
?heevx
?heft2
?hetf2
?hetf2_rook
?hegst
?hegv
?hegvd
?hegvx
?hemm
?hemv
?her
?her2
?her2k
?herdb
?herfs
?herfsx
?herk
?hesv
?hesv_aa
?hesv_rk
?hesv_rook
?hesvx
?hesvxx
?heswapr
?hetrd
?hetrf
?hetrf_aa
?hetrf_rk
?hetrf_rook
?hetri
?hetri_3
?hetri_rook
?hetri2
?hetri2x
?hetrs
?hetrs_3
?hetrs_aa
?hetrs_rook
?hetrs2
?hfrk
?hgeqz
?hpcon
?hpev
?hpevd
?hpevx
?hpgst
?hpgv
?hpgvd
?hpgvx
?hpmv
?hpr
?hpr2
?hprfs
?hpsv
?hpsvx
?hptrd
?hptrf
?hptri
?hptrs
?hsein
?hseqr
?isnan
?jacobi
?jacobi_delete
?jacobi_init
?jacobi_solve
?jacobix
?la_gbamv
?la_gbrcond
?la_gbrcond_c
?la_gbrcond_x
?la_gbrfsx_extended
?la_gbrpvgrw
?la_geamv
?la_gercond
?la_gercond_c
?la_gercond_x
?la_gerfsx_extended
?la_gerpvgrw
?la_heamv
?la_hercond_c
?la_hercond_x
?la_herfsx_extended
?la_herpvgrw
?la_porcond
?la_porcond_c
?la_porcond_x
?la_porfsx_extended
?la_porpvgrw
?la_syamv
?la_syamv
ila?lc
?la_syrcond
?la_syrcond_c
?la_syrcond_x
?la_syrfsx_extended
?la_syrpvgrw
?la_wwaddw
?labrd
?lacgv
?lacn2
?lacon
?lacp2
?lacpy
?lacrm
?lacrt
?ladiv
?lae2
?laebz
?laed0
?laed1
?laed2
?laed3
?laed4
?laed5
?laed6
?laed7
?laed8
?laed9
?laeda
?laein
?laesy
?laev2
?laexc
?lag2
?lags2
?lagtf
?lagtm
?lagts
?lagv2
?lahef
?lahef_aa
?lahef_rook
?lahqr
?lahr2
?lahrd
?laic1
?laisnan
?laln2
?lals0
?lalsa
?lalsd
?lamc1
?lamc2
?lamc3
?lamc4
?lamc5
?lamch
?lamrg
?lamsh
?lamswlq
?lamtsqr
?laneg
?langb
?lange
?langt
?lanhb
?lanhe
?lanhf
?lanhp
?lanhs
?lansb
?lansf
?lansp
?lanst/?lanht
?lansy
?lantb
?lantp
?lantr
?lanv2
?lapll
?lapmr
?lapmt
?lapy2
?lapy3
?laqgb
?laqge
?laqhb
?laqhe
?laqhp
?laqp2
?laqps
?laqr0
?laqr1
?laqr2
?laqr3
?laqr4
?laqr5
?laqsb
?laqsp
?laqsy
?laqtr
?laqz0
?lar1v
?lar2v
?larcm
?larf
?larfb
?larfg
?larfgp
?larfp
?larft
?larfx
?larfy
?largv
?larnv
?larra
?larrb
?larrc
?larrd
?larre
?larrf
?larrj
?larrk
?larrr
?larrv
?larscl2
?lartg
?lartgp
?lartgs
?lartv
?laruv
?larz
?larzb
?larzt
?las2
?lascl
?lascl2
?lasd0
?lasd1
?lasd2
?lasd3
?lasd4
?lasd5
?lasd6
?lasd7
?lasd8
?lasd9
?lasda
?lasdq
?lasdt
?laset
?lasorte
?lasq1
?lasq2
?lasq3
?lasq4
?lasq5
?lasq6
?lasr
?lasrt
?lasrt2
?lassq
?lasv2
?laswlq
?laswp
?lasy2
?lasyf
?lasyf_aa
?lasyf_rook
?latbs
?latdf
?latms
?latps
?latrd
?latrs
?latrz
?latsqr
?lauu2
?lauum
?nrm2
?opgtr
?opmtr
?orbdb/?unbdb
?orbdb1/?unbdb1
?orbdb2/?unbdb2
?orbdb3/?unbdb3
?orbdb4/?unbdb4
?orbdb5/?unbdb5
?orbdb6/?unbdb6
?orcsd/?uncsd
?orcsd2by1/?orcsd2by1
?org2l/?ung2l
?org2r/?ung2r
?orgbr
?orghr
?orgl2/?ungl2
?orglq
?orgql
?orgqr
?orgr2/?ungr2
?orgrq
?orgtr
?orm2l/?unm2l
?orm2r/?unm2r
?ormbr
?ormhr
?orml2/?unml2
?ormlq
?ormql
?ormqr
?ormr2/?unmr2
?ormr3/?unmr3
?ormrq
?ormrz
?ormtr
?pbcon
?pbequ
?pbrfs
?pbstf
?pbsv
?pbsvx
?pbtf2
?pbtrf
?pbtrs
?pftrf
?pftri
?pftrs
?pocon
?poequ
?poequb
?porfs
?porfsx
?posv
?posvx
?posvxx
?potf2
?potrf
?potri
?potrs
?ppcon
?ppequ
?pprfs
?ppsv
?ppsvx
?pptrf
?pptri
?pptrs
?pstf2
?pstrf
?ptcon
?pteqr
?ptrfs
?ptsv
?ptsvx
?pttrf
?pttrs
?pttrsv
?ptts2
?rot
?rot
?rot
?rotg
?roti
?rotm
?rotmg
?rscl
?sbev
?sbevd
?sbevx
?sbgst
?sbgv
?sbgvd
?sbgvx
?sbmv
?sbtrd
?scal
?sctr
?sdot
?sfrk
?spcon
?spev
?spevd
?spevx
?spgst
?spgv
?spgvd
?spgvx
?spmv
?spmv
?spmv
?spr
?spr
?spr
?spr2
?sprfs
?spsv
?spsvx
?sptrd
?sptrf
?sptri
?sptrs
?stebz
?stedc
?stegr
?stein
?stemr
?steqr
?steqr2
?sterf
?stev
?stevd
?stevr
?stevx
?sum1
?swap
?sycon
?sycon_3
?sycon_rook
?syconv
?syequb
?syev
?syevd
?syevr
?syevx
?sygs2/?hegs2
?sygst
?sygv
?sygvd
?sygvx
?symm
?symv
?symv
?symv
?syr
?syr
?syr
?syr2
?syr2k
?syrdb
?syrfs
?syrfsx
?syrk
?sysv
?sysv_aa
?sysv_rk
?sysv_rook
?sysvx
?sysvxx
?syswapr
?syswapr1
?sytd2/?hetd2
?sytf2
?sytf2_rook
?sytrd
?sytrf
?sytrf_aa
?sytrf_rk
?sytrf_rook
?sytri
?sytri_3
?sytri_rook
?sytri2
?sytri2x
?sytrs
?sytrs_3
?sytrs_aa
?sytrs_rook
?sytrs2
?tbcon
?tbmv
?tbsv
?tbtrs
?tfsm
?tftri
?tfttp
?tfttr
?tgevc
?tgex2
?tgexc
?tgsen
?tgsja
?tgsna
?tgsy2
?tgsyl
?tpcon
?tplqt
?tplqt2
?tpmlqt
?tpmqrt
?tpmv
?tpqrt
?tpqrt2
?tprfb
?tprfs
?tpsv
?tptri
?tptrs
?tpttf
?tpttr
?trbr2d
?trbs2d
?trcon
?trevc
?trevc3
?trexc
?trmm
?trmv
?trnlsp_check
?trnlsp_delete
?trnlsp_get
?trnlsp_init
?trnlsp_solve
?trnlspbc_check
?trnlspbc_delete
?trnlspbc_get
?trnlspbc_init
?trnlspbc_solve
?trrfs
?trrv2d
?trsd2d
?trsen
?trsm
?trsm_batch
?trsna
?trsv
?trsyl
?trti2
?trtri (LAPACK)
?trtrs (LAPACK)
?trttf
?trttp
?tzrzf
?ungbr
?unghr
?unglq
?ungql
?ungqr
?ungrq
?ungtr
?unmbr
?unmhr
?unmlq
?unmql
?unmqr
?unmrq
?unmrz
?unmtr
?upgtr
?upmtr
***
v?MaxMag
v?Remainder
v?MinMag
v?Exp10
v?Fmin
v?Acospi
v?Log2
v?Exp2
v?NextAfter
v?Atanpi
v?Fdim
v?Sind
v?Sinpi
v?Logb
v?Fmax
v?Asinpi
v?Tand
v?Atan2pi
v?Tanpi
v?CopySign
v?Powr
v?Fmod
v?Cospi
v?Cosd
eigenvalues and eigenvectors
1-norm value
?lanhe
p?lansy, p?lanhe
?lanhf
?lanst/?lanht
?lansy
p?lange
?lange
?langt
?lanhb
?lansf
?lansb
?lansp
?lantr
?lantb
p?lantr
p?lanhs
?lanhs
complex Hermitian matrix
?lanhe
p?lansy, p?lanhe
packed storage
complex Hermitian matrix in RFP format
complex Hermitian tridiagonal matrix
complex symmetric matrix
general rectangular matrix
p?lange
?lange
general tridiagonal matrix
Hermitian band matrix
real symmetric matrix
?lansy
p?lansy, p?lanhe
real symmetric matrix in RFP format
real symmetric tridiagonal matrix
symmetric band matrix
symmetric matrix
?lansp
packed storage
trapezoidal matrix
triangular band matrix
triangular matrix
p?lantr
?lantr
packed storage
upper Hessenberg matrix
p?lanhs
?lanhs
absolute value of a vector element
i?amax
i?amin
largest
smallest
accuracy modes, in VM
adding magnitudes of elements of a distributed vector
adding magnitudes of the vector elements
amax
amin
arguments
Matrix Arguments
Vector Arguments
Vector Arguments in BLAS
matrix
sparse vector
vector
array descriptor
Overview of ScaLAPACK Routines
ScaLAPACK Array Descriptors
PBLAS Routines Overview
asum
auxiliary functions
?la_lin_berr
?la_lin_berr
auxiliary routines
ScaLAPACK Auxiliary Routines
ScaLAPACK
axpby
axpy
axpyi
backward error
balancing a matrix
band storage scheme
basic quasi-number generator
Basic Generators
Niederreiter
Sobol
basic random number generators
Random Number Generators
Basic Generators
GFSR
MCG, 32-bit
MCG, 59-bit
Mersenne Twister
Basic Generators
MT19937
MT2203
MRG
Wichmann-Hill
bdlaapp
bdlaexc
bdsdc
bdsqr
bdtrexc
Bernoulli
Beta
bidiagonal matrix
Singular Value Decomposition: LAPACK Computational Routines
Singular Value Decomposition: ScaLAPACK Driver Routines
LAPACK
ScaLAPACK
Binomial
bisection
BLACS
ScaLAPACK Routines
broadcast
combines
destruction routines
informational routines
initialization routines
miscellaneous routines
point to point communication
?gamn2d
?gamx2d
?gebr2d
?gebs2d
?gerv2d
?gesd2d
?gsum2d
?trbr2d
?trbs2d
?trrv2d
?trsd2d
blacs_abort
blacs_barrier
blacs_exit
blacs_freebuff
blacs_get
blacs_gridexit
blacs_gridinfo
blacs_gridinit
blacs_gridmap
blacs_pcoord
blacs_pinfo
blacs_pnum
blacs_set
blacs_setup
usage examples
BLACS routines
Repeatability and Coherence
Matrix Shapes
coherence
matrix shapes
repeatability
blacs_abort
blacs_barrier
blacs_exit
blacs_freebuff
blacs_get
blacs_gridexit
blacs_gridinfo
blacs_gridinit
blacs_gridmap
blacs_pcoord
blacs_pinfo
blacs_pnum
blacs_set
blacs_setup
BLAS Code Examples
BLAS Level 1 routines
BLAS Level 1 Routines and Functions
?axpby
?axpy
?cabs1
?copy
?dot
?dotc
?dotu
?nrm2
?rot
?rotg
?scal
?sdot
?swap
BLAS Code Examples
i?amax
i?amin
?asum
?axpby
?axpy
BLAS Level 1 Routines and Functions
?axpy
?cabs1
BLAS Level 1 Routines and Functions
?cabs1
?copy
BLAS Level 1 Routines and Functions
?copy
?dot
BLAS Level 1 Routines and Functions
?dot
?dotc
?dotc
BLAS Level 1 Routines and Functions
?dotu
BLAS Level 1 Routines and Functions
?dotu
?nrm2
BLAS Level 1 Routines and Functions
?nrm2
?rot
BLAS Level 1 Routines and Functions
?rot
?rotg
BLAS Level 1 Routines and Functions
?rotg
?rotm
?rotmq
?scal
?scal
BLAS Level 1 Routines and Functions
?sdot
?sdot
BLAS Level 1 Routines and Functions
?swap
BLAS Level 1 Routines and Functions
?swap
code example
i?amax
i?amax
BLAS Level 1 Routines and Functions
i?amin
BLAS Level 1 Routines and Functions
i?amin
BLAS Level 1 routines
?asum
?rotm
?rotmg
?asum
?rotm
?rotmg
BLAS Level 2 routines
?gbmv
BLAS Level 2 Routines
?gem2vc
?gem2vu
?gemv
?ger
?gerc
?geru
?hbmv
?hemv
?her
?her2
?hpmv
?hpr
?hpr2
?sbmv
?spmv
?spr
?spr2
?symv
?syr
?syr2
?tbmv
?tbsv
?tpmv
?tpsv
?trmv
?trsv
BLAS Code Examples
?gbmv
?gbmv
BLAS Level 2 Routines
?gem2vc
?gem2vu
?gemv
?gemv
BLAS Level 2 Routines
?ger
?ger
BLAS Level 2 Routines
?gerc
BLAS Level 2 Routines
?gerc
?geru
BLAS Level 2 Routines
?geru
?hbmv
?hbmv
BLAS Level 2 Routines
?hemv
?hemv
BLAS Level 2 Routines
?her
?her
BLAS Level 2 Routines
?her2
BLAS Level 2 Routines
?her2
?hpmv
BLAS Level 2 Routines
?hpmv
?hpr
BLAS Level 2 Routines
?hpr
?hpr2
BLAS Level 2 Routines
?hpr2
?sbmv
?sbmv
BLAS Level 2 Routines
?spmv
BLAS Level 2 Routines
?spmv
?spr
BLAS Level 2 Routines
?spr
?spr2
BLAS Level 2 Routines
?spr2
?symv
?symv
BLAS Level 2 Routines
?syr
BLAS Level 2 Routines
?syr
?syr2
BLAS Level 2 Routines
?syr2
?tbmv
BLAS Level 2 Routines
?tbmv
?tbsv
?tbsv
BLAS Level 2 Routines
?tpmv
?tpmv
BLAS Level 2 Routines
?tpsv
BLAS Level 2 Routines
?tpsv
?trmv
?trmv
BLAS Level 2 Routines
?trsv
BLAS Level 2 Routines
?trsv
code example
BLAS Level 3 routines
BLAS Level 3 Routines
?gemm
?gemm_batch
?gemm_batch_strided
?gemm3m
?gemm3m_batch
?hemm
?her2k
?herk
?symm
?syr2k
?syrk
?tfsm
?trmm
?trsm
?trsm_batch
BLAS Code Examples
?gemm
BLAS Level 3 Routines
?gemm
?gemm_batch
?gemm_batch_strided
?gemm3m
?gemm3m_batch
?hemm
BLAS Level 3 Routines
?hemm
?her2k
BLAS Level 3 Routines
?her2k
?herk
BLAS Level 3 Routines
?herk
?symm
BLAS Level 3 Routines
?symm
?syr2k
?syr2k
BLAS Level 3 Routines
?syrk
?syrk
BLAS Level 3 Routines
?tfsm
?trmm
?trmm
BLAS Level 3 Routines
?trsm
BLAS Level 3 Routines
?trsm
?trsm_batch
code example
BLAS routines
BLAS and Sparse BLAS Routines
routine groups
BLAS-like extensions
BLAS-like transposition routines
mkl_?imatcopy
mkl_?omatadd
mkl_?omatcopy
mkl_?omatcopy2
mkl_?imatcopy
mkl_?omatadd
mkl_?omatcopy
mkl_?omatcopy2
block reflector
?larzb
p?larzb
?larfb
p?larfb
?larzt
?larft
p?larft
p?larzt
general matrix
?larzb
p?larzb
LAPACK
ScaLAPACK
general rectangular matrix
?larfb
p?larfb
LAPACK
ScaLAPACK
triangular factor
?larzt
?larft
p?larft
p?larzt
LAPACK
?larzt
?larft
ScaLAPACK
p?larft
p?larzt
block-cyclic distribution
Overview of ScaLAPACK Routines
ScaLAPACK Array Descriptors
PBLAS Routines Overview
block-splitting method
BRNG
Random Number Generators
Basic Generators
Random Number Generators Conventions
bslaapp
bslaexc
bstrexc
Bunch-Kaufman factorization
Matrix Factorization: LAPACK Computational Routines
Matrix Factorization: ScaLAPACK Computational Routines
Hermitian matrix
?hetrf
packed storage
symmetric matrix
?sytrf_rook
?sytrf
packed storage
Bunch-Kaufman factorization
?hetrf_rook
Hermitian matrix
Cauchy
caxpby
caxpy
caxpyi
cbbcsd
cbdsqr
ccombamax1
ccopy
cdbtf2
cdbtrf
cdotc
cdotci
cdotu
cdotui
cdtsvb
cdttrf
cdttrfb
cdttrsb
cdttrsv
cgamn2d
cgamx2d
cgbcon
cgbequ
cgbequb
cgbmv
cgbrfs
cgbrfsx
cgbsv
cgbsvx
cgbsvxx
cgbtf2
cgbtrf
cgbtrs
cgebak
cgebal
cgebd2
cgebr2d
cgebrd
cgebs2d
cgecon
cgeequ
cgeequb
cgees
cgeesx
cgeev
cgeevx
cgehd2
cgehrd
cgelq
cgelq2
cgelqf
cgelqt
cgelqt3
cgels
cgelsd
cgelss
cgelsy
cgem2vc
cgemlq
cgemlqt
cgemm
cgemm_batch
cgemm3m
cgemm3m_batch
cgemmt
cgemqr
cgemqrt
cgemv
cgeql2
cgeqlf
cgeqp3
cgeqpf
cgeqr
cgeqr2
cgeqr2p
cgeqrf
cgeqrfp
cgeqrt
cgeqrt2
cgeqrt3
cgerc
cgerfs
cgerfsx
cgerq2
cgerqf
cgeru
cgerv2d
cgesc2
cgesd2d
cgesdd
cgesv
cgesvd
cgesvdx
cgesvx
cgesvxx
cgetc2
cgetf2
cgetrf
cgetrf2
cgetri
?getri
mkl_?getrinp
cgetrs
cgetsls
cggbak
cggbal
cgges
cgges3
cggesx
cggev
cggev3
cggevx
cggglm
cgghd3
cgghrd
cgglse
cggqrf
cggrqf
cggsvd
cggsvd3
cggsvp
cggsvp3
cgsum2d
cgtcon
cgthr
cgthrz
cgtrfs
cgtsv
cgtsvx
cgttrf
cgttrs
cgtts2
chbev
chbevd
chbevx
chbgv
chbgvd
chbgvx
chbmv
chbtrd
checon
checon_3
checon_rook
cheequb
cheev
cheevd
cheevr
cheevx
chegs2
chegst
chegv
chegvd
chegvx
chemm
chemv
cher
cher2
cher2k
cherdb
cherfs
cherfsx
cherk
chesv
chesv_aa
chesv_rk
chesv_rook
chesvx
chesvxx
cheswapr
chetd2
chetf2
chetf2_rook
chetrd
chetrf
chetrf_aa
chetrf_rk
chetrf_rook
chetri
chetri_3
chetri_rook
chetri2
chetri2x
chetrs
chetrs_3
chetrs_aa
chetrs_rook
chetrs2
chfrk
chgeqz
chla_transtype
Cholesky factorization
?pstf2
?pstrf
?posvx
?pftri
?potrf
?pftrf
p?potrf
?posvxx
p?posvx
?pftrs
?pbstf
Hermitian positive semi-definite matrix
Hermitian positive semidefinite matrix
Hermitian positive-definite matrix
?posvx
?pftri
?potrf
?pftrf
p?potrf
?posvxx
p?posvx
?pftrs
band storage
p?pbtrs
?pbsvx
?pbtrf
?pbtrs
p?pbtrf
packed storage
?pptrf
?ppsvx
split
symmetric positive semi-definite matrix
symmetric positive semidefinite matrix
symmetric positive-definite matrix
?posvx
?pftri
?potrf
?pftrf
p?potrf
?posvxx
p?posvx
?pftrs
band storage
p?pbtrs
?pbsvx
?pbtrf
?pbtrs
p?pbtrf
packed storage
?pptrf
?ppsvx
chpcon
chpev
chpevd
chpevx
chpgst
chpgv
chpgvd
chpgvx
chprfs
chpsv
chpsvx
chptrd
chptrf
chptri
chptrs
chsein
chseqr
cla_gbamv
cla_gbrcond_c
cla_gbrcond_x
cla_gbrfsx_extended
cla_gbrpvgrw
cla_geamv
cla_gercond_c
cla_gercond_x
cla_gerfsx_extended
cla_gerpvgrw
cla_heamv
cla_hercond_c
cla_hercond_x
cla_herfsx_extended
cla_herpvgrw
cla_lin_berr
cla_porcond_c
cla_porcond_x
cla_porfsx_extended
cla_porpvgrw
cla_syamv
cla_syrcond_c
cla_syrcond_x
cla_syrfsx_extended
cla_syrpvgrw
cla_wwaddw
clabrd
clacgv
clacn2
clacon
clacp2
clacpy
clacrm
clacrt
cladiv
claed0
claed7
claed8
claein
claesy
claev2
clag2z
clags2
clagtm
clahef
clahef_aa
clahef_rook
clahqr
clahqr2
clahr2
clahrd
claic1
clakf2
clals0
clalsa
clalsd
clamsh
clamswlq
clamtsqr
clangb
clange
clangt
clanhb
clanhe
clanhf
clanhp
clanhs
clanht
clansb
clansp
clansy
clantb
clantp
clantr
clapll
clapmr
clapmt
claqgb
claqge
claqhb
claqhe
claqhp
claqp2
claqps
claqr0
claqr1
claqr2
claqr3
claqr4
claqr5
claqsb
claqsp
claqsy
claqz0
clar1v
clar2v
clarcm
claref
clarf
clarfb
clarfg
clarfgp
clarfp
clarft
clarfx
clarfy
clarge
clargv
clarnd
clarnv
claror
clarot
clarrv
clarscl2
clartg
clartv
clarz
clarzb
clarzt
clascl
clascl2
claset
clasr
classq
claswlq
claswp
clasyf
clasyf_aa
clasyf_rook
clatbs
clatdf
clatm1
clatm2
clatm3
clatm5
clatm6
clatme
clatmr
clatms
clatps
clatrd
clatrs
clatrz
clatsqr
clauu2
clauum
cluster_sparse_solver
cluster_sparse_solver iparm parameter
cluster_sparse_solver_64
CNR, support functions for
mkl_cbwr_get
mkl_cbwr_get_auto_branch
mkl_cbwr_set
mkl_cbwr_get
mkl_cbwr_get_auto_branch
mkl_cbwr_set
code examples
BLAS Code Examples
BLAS Level 1 function
BLAS Level 1 routine
BLAS Level 2 routine
BLAS Level 3 routine
communication subprograms
complex division in real arithmetic
complex Hermitian matrix
?lanhe
p?lansy, p?lanhe
?hetf2
?hetf2_rook
1-norm value
?lanhe
p?lansy, p?lanhe
LAPACK
ScaLAPACK
factorization with diagonal pivoting method
?hetf2
?hetf2_rook
Frobenius norm
?lanhe
p?lansy, p?lanhe
LAPACK
ScaLAPACK
infinity- norm
?lanhe
p?lansy, p?lanhe
LAPACK
ScaLAPACK
largest absolute value of element
?lanhe
p?lansy, p?lanhe
LAPACK
ScaLAPACK
complex Hermitian matrix in packed form
?lanhp
1-norm value
Frobenius norm
infinity- norm
largest absolute value of element
complex Hermitian tridiagonal matrix
?lanst/?lanht
1-norm value
Frobenius norm
infinity- norm
largest absolute value of element
complex matrix
p?larzc
complex elementary reflector
p?larzc
ScaLAPACK
complex symmetric matrix
?lansy
1-norm value
Frobenius norm
infinity- norm
largest absolute value of element
complex vector
?sum1
p?sum1
?lacgv
p?lacgv
1-norm using true absolute value
?sum1
p?sum1
LAPACK
ScaLAPACK
conjugation
?lacgv
p?lacgv
LAPACK
ScaLAPACK
complex vector conjugation
?lacgv
p?lacgv
LAPACK
ScaLAPACK
component-wise relative error
compressed sparse vectors
computational node
Computational Routines
condition number
?gbcon
?gecon
p?gecon
p?pocon
p?trcon
?hecon
?hecon_rook
?pocon
?sycon
?disna
?sycon_rook
?trcon
?gtcon
band matrix
general matrix
?gecon
p?gecon
p?pocon
p?trcon
LAPACK
ScaLAPACK
p?gecon
p?pocon
p?trcon
Hermitian matrix
?hecon
?hecon_rook
packed storage
Hermitian positive-definite matrix
?pocon
band storage
packed storage
tridiagonal
symmetric matrix
?sycon
?disna
?sycon_rook
packed storage
symmetric positive-definite matrix
?pocon
band storage
packed storage
tridiagonal
triangular matrix
?trcon
band storage
packed storage
tridiagonal matrix
configuration parameters, in FFT interface
Configuration Settings, for Fourier transform functions
Configuration Settings
Configuring and Computing an FFT in Fortran
Continuous Distribution Generators
Continuous Distributions
ConvCopyTask
ConvDeleteTask
converting a DOUBLE COMPLEX triangular matrix to COMPLEX
converting a double-precision triangular matrix to single-precision
converting a sparse vector into compressed storage form
?gthr
and writing zeros to the original vector
converting compressed sparse vectors into full storage form
ConvInternalPrecision
Convolution and Correlation
Convolution Functions
vslConvExec/vslCorrExec
vslConvExecX/vslCorrExecX
vslConvExecX1D/vslCorrExecX1D
vslConvNewTask/vslCorrNewTask
vslConvNewTask1D/vslCorrNewTask1D
vslConvNewTaskX/vslCorrNewTaskX
vslConvNewTaskX1D/vslCorrNewTaskX1D
vslConvCopyTask/vslCorrCopyTask
vslConvDeleteTask/vslCorrDeleteTask
vslConvSetDecimation/vslCorrSetDecimation
vslConvSetInternalPrecision/vslCorrSetInternalPrecision
?ConvExec
?ConvExecX
?ConvExecX1D
?ConvNewTask
?ConvNewTask1D
?ConvNewTaskX
?ConvNewTaskX1D
ConvCopyTask
ConvDeleteTask
ConvSetDecimation
ConvSetInternalPrecision
CorrCopyTask
CorrDeleteTask
Convolution Functions:?ConvExec1D
Convolution Functions:ConvSetMode
Convolution Functions:ConvSetStart
ConvSetMode
ConvSetStart
copy
copying
p?copy
p?lacp2
p?lacp3
?lacp2
?lacpy
p?lacpy
?copy_batch_strided
?copy
?copy_batch
distributed vectors
matrices
p?lacp2
p?lacp3
?lacp2
?lacpy
p?lacpy
distributed
global parallel
local replicated
two-dimensional
?lacp2
?lacpy
p?lacpy
LAPACK
?lacp2
?lacpy
ScaLAPACK
vectors
?copy_batch_strided
?copy
?copy_batch
copying a matrix
?tfttp
?trttp
?tfttr
?tpttf
?trttf
?tpttr
CopyStream
CopyStreamState
CorrCopyTask
CorrDeleteTask
Correlation Functions
vslConvExec/vslCorrExec
vslConvExec1D/vslCorrExec1D
vslConvExecX/vslCorrExecX
vslConvExecX1D/vslCorrExecX1D
vslConvNewTask/vslCorrNewTask
vslConvNewTask1D/vslCorrNewTask1D
vslConvNewTaskX/vslCorrNewTaskX
vslConvNewTaskX1D/vslCorrNewTaskX1D
vslConvSetDecimation/vslCorrSetDecimation
vslConvSetInternalPrecision/vslCorrSetInternalPrecision
?CorrExec
?CorrExec1D
?CorrExecX
?CorrExecX1D
?CorrNewTask
?CorrNewTask1D
?CorrNewTaskX
?CorrNewTaskX1D
CorrSetDecimation
CorrSetInternalPrecision
Correlation Functions:CorrSetMode
Correlation Functions:CorrSetStart
CorrSetInternalDecimation
CorrSetInternalPrecision
CorrSetMode
CorrSetStart
cosine-sine decomposition
Cosine-Sine Decomposition: LAPACK Computational Routines
Cosine-Sine Decomposition: LAPACK Driver Routines
LAPACK
Cosine-Sine Decomposition: LAPACK Computational Routines
Cosine-Sine Decomposition: LAPACK Driver Routines
cpbcon
cpbequ
cpbrfs
cpbstf
cpbsv
cpbsvx
cpbtf2
cpbtrf
cpbtrs
cpftrf
cpftri
cpftrs
cpocon
cpoequ
cpoequb
cporfs
cporfsx
cposv
cposvx
cposvxx
cpotf2
cpotrf
cpotrf2
cpotri
cpotrs
cppcon
cppequ
cpprfs
cppsv
cppsvx
cpptrf
cpptri
cpptrs
cpstf2
cpstrf
cptcon
cpteqr
cptrfs
cptsv
cptsvx
cpttrf
cpttrs
cpttrsv
cptts2
Cray
crot
crotg
crscl
cs decomposition
Cosine-Sine Decomposition: LAPACK Driver Routines
See also LAPACK routines, cs decomposition
cscal
csctr
CSD (cosine-sine decomposition)
Cosine-Sine Decomposition: LAPACK Computational Routines
Cosine-Sine Decomposition: LAPACK Driver Routines
LAPACK
Cosine-Sine Decomposition: LAPACK Computational Routines
Cosine-Sine Decomposition: LAPACK Driver Routines
cspcon
cspmv
cspr
csprfs
cspsv
cspsvx
csptrf
csptri
csptrs
csscal
cstedc
cstegr
cstein
cstemr
csteqr
cswap
csycon
csycon_3
csycon_rook
csyconv
csyequb
csymm
csymv
csyr
csyr2k
csyrfs
csyrfsx
csyrk
csysv
csysv_aa
csysv_rk
csysv_rook
csysvx
csysvxx
csyswapr
csyswapr1
csytf2
csytf2_rook
csytrf
csytrf_aa
csytrf_rk
csytrf_rook
csytri
csytri_3
csytri_rook
csytri2
csytri2x
csytrs
csytrs_3
csytrs_aa
csytrs_rook
csytrs2
ctbcon
ctbmv
ctbrfs
ctbsv
ctbtrs
ctfsm
ctftri
ctfttp
ctfttr
ctgevc
ctgex2
ctgexc
ctgsen
ctgsja
ctgsna
ctgsy2
ctgsyl
ctpcon
ctplqt
ctplqt2
ctpmlqt
ctpmqrt
ctpmv
ctpqrt
?tpqrt
?tpqrt2
ctprfb
ctprfs
ctpsv
ctptri
ctptrs
ctpttf
ctpttr
ctrbr2d
ctrbs2d
ctrcon
ctrevc
ctrexc
ctrmm
ctrmv
ctrmvt
ctrrfs
ctrrv2d
ctrsd2d
ctrsen
ctrsm
ctrsm_batch
ctrsna
ctrsv
ctrsyl
ctrti2
ctrtri
ctrtrs
ctrttf
ctrttp
ctzrzf
cunbdb
cunbdb1
cunbdb2
cunbdb3
cunbdb4
cunbdb5
cunbdb6
cuncsd
cuncsd2by1
cung2l
cung2r
cungbr
cunghr
cungl2
cunglq
cungql
cungqr
cungr2
cungrq
cungtr
cunm22
cunm2l
cunm2r
cunmbr
cunmhr
cunml2
cunmlq
cunmql
cunmqr
cunmr2
cunmr3
cunmrq
cunmrz
cunmtr
cupgtr
cupmtr
d_backward_trig_transform
d_commit_Helmholtz_2D
d_commit_Helmholtz_3D
d_commit_sph_np
d_commit_sph_p
d_commit_trig_transform
d_forward_trig_transform
d_Helmholtz_2D
d_Helmholtz_3D
d_init_Helmholtz_2D
d_init_Helmholtz_3D
d_init_sph_np
d_init_sph_p
d_init_trig_transform
d_sph_np
d_sph_p
dasum
data type
VM Data Types, Accuracy Modes, and Performance Tips
Notational Conventions
in VM
shorthand
Data Types
daxpby
daxpy
daxpyi
dbbcsd
dbdsdc
dbdsqr
dbdsvdx
dcabs1
dcg
dcg_check
dcg_get
dcg_init
dcgmrhs
dcgmrhs_check
dcgmrhs_get
dcgmrhs_init
dcopy
dcsrilu0
dcsrilut
ddbtf2
ddbtrf
ddisna
ddot
ddoti
ddtsvb
ddttrf
ddttrfb
ddttrsb
ddttrsv
DeleteStream
descinit
descint
descriptor configuration
Cluster FFT Interface
cluster FFT
descriptor manipulation
Cluster FFT Interface
cluster FFT
DF task
dfdconstruct1d
dfdeditidxptr
dfdeditppspline1d
dfdeditptr
dfdeletetask
dfdintegrate1d
dfdintegrateex1d
dfdintegrcallback
dfdinterpcallback
dfdinterpolate1d
dfdinterpolateex1d
dfdnewtask1d
dfdqueryidxptr
dfdqueryptr
dfdsearchcells1d
dfdsearchcellscallback
dfdsearchcellsex1d
dfgmres
dfgmres_check
dfgmres_get
dfgmres_init
dfieditval
dfiqueryval
dfsconstruct1d
dfseditidxptr
dfseditppspline1d
dfseditptr
dfsintegrate1d
dfsintegrateex1d
dfsintegrcallback
dfsinterpcallback
dfsinterpolate1d
dfsinterpolateex1d
dfsnewtask1d
dfsqueryidxptr
dfsqueryptr
dfssearchcells1d
dfssearchcellscallback
dfssearchcellsex1d
DFT routines
DftiSetValue
descriptor configuration
DftiSetValue
DftiSetValue
DftiCommitDescriptor
DftiCommitDescriptorDM
DftiComputeBackward
DftiComputeBackwardDM
DftiComputeForward
DftiComputeForwardDM
DftiCopyDescriptor
DftiCreateDescriptor
DftiCreateDescriptorDM
DftiErrorClass
DftiErrorMessage
DftiFreeDescriptor
DftiFreeDescriptorDM
DftiGetValue
DftiGetValueDM
DftiSetValue
DftiSetValueDM
dgamn2d
dgamx2d
dgbcon
dgbequ
dgbequb
dgbmv
dgbrfs
dgbrfsx
dgbsv
dgbsvx
dgbsvxx
dgbtf2
dgbtrf
dgbtrs
dgebak
dgebal
dgebd2
dgebr2d
dgebrd
dgebs2d
dgecon
dgeequ
dgeequb
dgees
dgeesx
dgeev
dgeevx
dgehd2
dgehrd
dgejsv
dgelq
dgelq2
dgelqf
dgelqt
dgelqt3
dgels
dgelsd
dgelss
dgelsy
dgem2vu
dgemlq
dgemlqt
dgemm
dgemm_alloc
dgemm_batch
dgemm_compute
?gemm_compute
gemm_*_compute
dgemm_free
dgemm_pack
gemm_*_pack
?gemm_pack
dgemm3m_batch
dgemmt
dgemqr
dgemqrt
dgemv
dgeql2
dgeqlf
dgeqp3
dgeqpf
dgeqr
dgeqr2
dgeqr2p
dgeqrf
dgeqrfp
dgeqrt
dgeqrt2
dgeqrt3
dger
dgerfs
dgerfsx
dgerq2
dgerqf
dgerv2d
dgesc2
dgesd2d
dgesdd
dgesv
dgesvd
dgesvdx
dgesvj
dgesvx
dgesvxx
dgetc2
dgetf2
dgetrf
dgetrf2
dgetri
?getri
mkl_?getrinp
dgetrs
dgetsls
dggbak
dggbal
dgges
dgges3
dggesx
dggev
dggev3
dggevx
dggglm
dgghd3
dgghrd
dgglse
dggqrf
dggrqf
dggsvd
dggsvd3
dggsvp
dggsvp3
dgsum2d
dgsvj0
dgsvj1
dgtcon
dgthr
dgthrz
dgtrfs
dgtsv
dgtsvx
dgttrf
dgttrs
dgtts2
dhbgst
dhgeqz
dhsein
dhseqr
diagonal elements
?laset
p?laset
LAPACK
ScaLAPACK
diagonal pivoting factorization
?hesvxx
?sysvxx
Hermitian indefinite matrix
symmetric indefinite matrix
diagonally dominant tridiagonal matrix
?dttrsb
solving systems of linear equations
diagonally dominant-like banded matrix
p?dbtrs
solving systems of linear equations
diagonally dominant-like tridiagonal matrix
p?dttrs
solving systems of linear equations
dimension
Direct Sparse Solver (DSS) Interface Routines
Discrete Distribution Generators
Discrete Distributions
Discrete Fourier Transform
DftiSetValue
DftiSetValue
disna
disnan
distributed complex matrix
p?tranu
p?tranc
transposition
p?tranu
p?tranc
distributed general matrix
p?agemv
p?gemv
p?ger
p?geru
p?gerc
matrix-vector product
p?agemv
p?gemv
rank-1 update
rank-1 update, unconjugated
rank-l update, conjugated
distributed Hermitian matrix
p?ahemv
p?hemv
p?her
p?her2
p?herk
matrix-vector product
p?ahemv
p?hemv
rank-1 update
rank-2 update
rank-k update
distributed matrix equation
p?trsm
AX = B
distributed matrix-matrix operation
p?herk
p?tranu
p?tranc
p?tran
rank-k update
p?herk
distributed Hermitian matrix
transposition
p?tranu
p?tranc
p?tran
complex matrix
complex matrix, conjugated
real matrix
distributed matrix-vector operation
p?agemv
p?gemv
p?ger
p?gerc
p?geru
p?her2
p?syr2
product
p?agemv
p?gemv
Hermitian matrix
p?ahemv
p?hemv
symmetric matrix
p?asymv
p?symv
triangular matrix
p?trmv
p?atrmv
rank-1 update
p?ger
Hermitian matrix
symmetric matrix
rank-1 update, conjugated
rank-1 update, unconjugated
rank-2 update
p?her2
p?syr2
Hermitian matrix
symmetric matrix
distributed real matrix
p?tran
transposition
distributed symmetric matrix
p?asymv
p?symv
p?syr
p?syr2
matrix-vector product
p?asymv
p?symv
rank-1 update
rank-2 update
distributed triangular matrix
p?trmv
p?atrmv
p?trsv
matrix-vector product
p?trmv
p?atrmv
solving systems of linear equations
distributed vector-scalar product
distributed vectors
p?asum
p?copy
p?dotu
p?dotc
p?dot
p?nrm2
p?amax
p?axpy
p?swap
p?scal
adding magnitudes of vector elements
copying
dot product
p?dotu
p?dotc
p?dot
complex vectors
complex vectors, conjugated
real vectors
Euclidean norm
global index of maximum element
linear combination of vectors
sum of vectors
swapping
vector-scalar product
distributed-memory computations
Distribution Generators
Distribution Generators Supporting Accurate Mode
divide and conquer algorithm
p?syevd
p?heevd
djacobi
djacobi_delete
djacobi_init
djacobi_solve
djacobix
dla_gbamv
dla_gbrcond
dla_gbrfsx_extended
dla_gbrpvgrw
dla_geamv
dla_gercond
dla_gerfsx_extended
dla_gerpvgrw
dla_lin_berr
dla_porcond
dla_porfsx_extended
dla_porpvgrw
dla_syamv
dla_syrcond
dla_syrfsx_extended
dla_syrpvgrw
dla_wwaddw
dlabad
dlabrd
dlacn2
dlacon
dlacpy
dladiv
dlae2
dlaebz
dlaed0
dlaed1
dlaed2
dlaed3
dlaed4
dlaed5
dlaed6
dlaed7
dlaed8
dlaed9
dlaeda
dlaein
dlaev2
dlaexc
dlag2
dlag2s
dlags2
dlagtf
dlagtm
dlagts
dlagv2
dlahqr
dlahr2
dlahrd
dlaic1
dlaisnan
dlakf2
dlaln2
dlals0
dlalsa
dlalsd
dlamc1
dlamc2
dlamc3
dlamc4
dlamc5
dlamch
dlamrg
dlamsh
dlamswlq
dlamtsqr
dlaneg
dlangb
dlange
dlangt
dlanhs
dlansb
dlansf
dlansp
dlanst
dlansy
dlantb
dlantp
dlantr
dlanv2
dlapll
dlapmr
dlapmt
dlapst
dlapy2
dlapy3
dlaqgb
dlaqge
dlaqp2
dlaqps
dlaqr0
dlaqr1
dlaqr2
dlaqr3
dlaqr4
dlaqr5
dlaqr6
dlaqsb
dlaqsp
dlaqsy
dlaqtr
dlaqz0
dlar1v
dlar1va
dlar2v
dlaran
dlaref
dlarf
dlarfb
dlarfg
dlarfp
dlarft
dlarfx
dlarfy
dlarge
dlargfp
dlargv
dlarnd
dlarnv
dlaror
dlarot
dlarra
dlarrb
dlarrb2
dlarrc
dlarrd
dlarrd2
dlarre
dlarre2
dlarre2a
dlarrf
dlarrf2
dlarrj
dlarrk
dlarrr
dlarrv
dlarrv2
dlarscl2
dlartg
dlartgp
dlartgs
dlartv
dlaruv
dlarz
dlarzb
dlarzt
dlas2
dlascl
dlascl2
dlasd0
dlasd1
dlasd2
dlasd3
dlasd4
dlasd5
dlasd6
dlasd7
dlasd8
dlasd9
dlasda
dlasdq
dlasdt
dlaset
dlasorte
dlasq1
dlasq2
dlasq3
dlasq4
dlasq5
dlasq6
dlasr
dlasrt
dlasrt2
dlassq
dlasv2
dlaswlq
dlaswp
dlasy2
dlasyf
dlasyf_aa
dlasyf_rook
dlat2s
dlatbs
dlatdf
dlatm1
dlatm2
dlatm3
dlatm5
dlatm6
dlatme
dlatmr
dlatms
dlatps
dlatrd
dlatrs
dlatrz
dlatsqr
dlauu2
dlauum
dNewAbstractStream
dnrm2
dopgtr
dopmtr
dorbdb
dorbdb1
dorbdb2
dorbdb3
dorbdb4
dorbdb5
dorbdb6
dorcsd
dorcsd2by1
dorg2l
dorg2r
dorgbr
dorghr
dorgl2
dorglq
dorgql
dorgqr
dorgr2
dorgrq
dorgtr
dorm22
dorm2l
dorm2r
dormbr
dormhr
dorml2
dormlq
dormql
dormqr
dormr2
dormr3
dormrq
dormrz
dormtr
dot
dot product
?dotc
?dotu
p?dotc
p?dotu
p?dot
?dot
?sdot
?dotui
?dotci
?doti
complex vectors, conjugated
complex vectors, unconjugated
distributed complex vectors, conjugated
distributed complex vectors, unconjugated
distributed real vectors
real vectors
real vectors (double precision)
sparse complex vectors
sparse complex vectors, conjugated
sparse real vectors
dotc
dotci
doti
dotu
dotui
dpbcon
dpbequ
dpbrfs
dpbstf
dpbsv
dpbsvx
dpbtf2
dpbtrf
dpbtrs
dpftrf
dpftri
dpftrs
dpocon
dpoequ
dpoequb
dporfs
dporfsx
dposv
dposvx
dposvxx
dpotf2
dpotrf
dpotrf2
dpotri
dpotrs
dppcon
dppequ
dpprfs
dppsv
dppsvx
dpptrf
dpptri
dpptrs
dpstf2
dpstrf
dptcon
dpteqr
dptrfs
dptsv
dptsvx
dpttrf
dpttrs
dpttrsv
dptts2
driver
Naming Conventions for ScaLAPACK Routines
expert
simple
Driver Routines
LAPACK Linear Equation Driver Routines
LAPACK Least Squares and Eigenvalue Problem Driver Routines
drotg
droti
drotm
drotmg
drscl
dsbev
dsbevd
dsbevx
dsbgst
dsbgv
dsbgvd
dsbgvx
dsbmv
dsbtrd
dscal
dsctr
dsdot
dsfrk
dsgesv
dspcon
dspev
dspevd
dspevx
dspgst
dspgv
dspgvd
dspgvx
dspmv
dsposv
dspr
dspr2
dsprfs
dspsv
dspsvx
dsptrd
dsptrf
dsptri
dsptrs
dss_create
dss_define_structure
dss_delete
dss_factor
dss_factor_complex
dss_factor_real
dss_reorder
dss_solve
dss_solve_complex
dss_solve_real
dss_statistics
dstebz
dstedc
dstegr
dstegr2
dstegr2a
dstegr2b
dstein
dstein2
dstemr
dsteqr
dsteqr2
dsterf
dstev
dstevd
dstevr
dstevx
dswap
dsycon
dsycon_3
dsycon_rook
dsyconv
dsyequb
dsyev
dsyevd
dsyevr
dsyevx
dsygs2
dsygst
dsygv
dsygvd
dsygvx
dsymm
dsymv
dsyr
dsyr2
dsyr2k
dsyrdb
dsyrfs
dsyrfsx
dsyrk
dsysv
dsysv_aa
dsysv_rk
dsysv_rook
dsysvx
dsysvxx
dsyswapr
dsyswapr1
dsytd2
dsytf2
dsytf2_rook
dsytrd
dsytrf
dsytrf_aa
dsytrf_rk
dsytrf_rook
dsytri
dsytri_3
dsytri_rook
dsytri2
dsytri2x
dsytrs
dsytrs_3
dsytrs_rook
dsytrs2
dtbcon
dtbmv
dtbrfs
dtbsv
dtbtrs
dtfsm
dtftri
dtfttp
dtfttr
dtgevc
dtgex2
dtgexc
dtgsen
dtgsja
dtgsna
dtgsy2
dtgsyl
dtpcon
dtplqt
dtplqt2
dtpmlqt
dtpmqrt
dtpmv
dtpqrt
?tpqrt
?tpqrt2
dtprfb
dtprfs
dtpsv
dtptri
dtptrs
dtpttf
dtpttr
dtrbr2d
dtrbs2d
dtrcon
dtrevc
dtrexc
dtrmm
dtrmv
dtrmvt
dtrnlsp_check
dtrnlsp_delete
dtrnlsp_get
dtrnlsp_init
dtrnlsp_solve
dtrnlspbc_check
dtrnlspbc_delete
dtrnlspbc_get
dtrnlspbc_init
dtrnlspbc_solve
dtrrfs
dtrrv2d
dtrsd2d
dtrsen
dtrsm
dtrsm_batch
dtrsna
dtrsv
dtrsyl
dtrti2
dtrtri
dtrtrs
dtrttf
dtrttp
dtzrzf
dzasum
dzgemm
dznrm2
dzsum1
eigenpairs, sorting
eigenvalue problems
LAPACK Least Squares and Eigenvalue Problem Routines
general matrix
Nonsymmetric Eigenvalue Problems: LAPACK Computational Routines
Generalized Nonsymmetric Eigenvalue Problems: LAPACK Computational Routines
generalized form
Hermitian matrix
symmetric matrix
symmetric tridiagonal matrix
?steqr2
?stein2
eigenvalue problems
Nonsymmetric Eigenvalue Problems: ScaLAPACK Computational Routines
general matrix
eigenvalues
?larrb2
Symmetric Eigenvalue Problems: LAPACK Computational Routines
bisection
eigenvalue problems
eigenvectors
Symmetric Eigenvalue Problems: LAPACK Computational Routines
?lar1va
eigenvalue problems
scaled
elementary reflector
p?larzc
?larz
p?larz
?larf
?larfx
p?larf
p?larfc
?larfg
?larfgp
p?larfg
complex matrix
general matrix
?larz
p?larz
general rectangular matrix
?larf
?larfx
p?larf
p?larfc
LAPACK
?larf
?larfx
ScaLAPACK
p?larf
p?larfc
LAPACK generation
?larfg
?larfgp
ScaLAPACK generation
Enter index keyword
BLAS Functionality
Sparse BLAS Functionality
OpenMP* Offload for Intel® oneAPI Math Kernel Library
Inspector-Executor Sparse BLAS Analysis Routines
DFT Functionality
Matrix Manipulation Routines
Sparse Solvers Functionality
Vector Math Functionality
Inspector-executor Sparse BLAS Routines
Graphs Functionality
Random Number Generators Functionality
Naming Conventions in Inspector-Executor Sparse BLAS Routines
Data Fitting Functionality
Transposition Functionality
Supported Inspector-executor Sparse BLAS Operations
Appendix F: oneMKL Functionality
Sparse Matrix Storage Formats for Inspector-executor Sparse BLAS Routines
Inspector-Executor Sparse BLAS Execution Routines
LAPACK Functionality
Summary Statistics Functionality
error diagnostics, in VM
error estimation for linear equations
p?trrfs
distributed tridiagonal coefficient matrix
error handling
pxerbla
PBLAS Routines
VM Error Diagnostics
BLAS and Sparse BLAS Routines
pxerbla
xerbla
PBLAS Routines
VM Error Diagnostics
BLAS and Sparse BLAS Routines
error handling for fatal errors
errors in solutions of linear equations
?la_porfsx_extended
?gbrfsx
?la_gbrfsx_extended
p?trrfs
?la_gerfsx_extended
?gerfsx
p?gerfs
?gerfs
?herfsx
?la_herfsx_extended
?herfs
?ptrfs
p?porfs
?porfs
?porfsx
?la_syrfsx_extended
?syrfsx
?syrfs
?trevc3
?trrfs
?gtrfs
banded matrix
?la_porfsx_extended
?gbrfsx
?la_gbrfsx_extended
distributed tridiagonal coefficient matrix
general matrix
?la_gerfsx_extended
?gerfsx
p?gerfs
?gerfs
band storage
Hermitian indefinite matrix
?herfsx
?la_herfsx_extended
Hermitian matrix
?herfs
packed storage
Hermitian positive-definite matrix
?ptrfs
p?porfs
?porfs
?porfsx
band storage
packed storage
symmetric indefinite matrix
?la_syrfsx_extended
?syrfsx
symmetric matrix
?syrfs
packed storage
symmetric positive-definite matrix
?ptrfs
p?porfs
?porfs
?porfsx
band storage
packed storage
triangular matrix
?trevc3
?trrfs
band storage
packed storage
tridiagonal matrix
Estimates
Euclidean norm
p?nrm2
?nrm2
of a distributed vector
of a vector
exception handling
expert driver
Exponential
Extended Eigensolver
Extended Eigensolver interface
?feast_sbev/?feast_hbev
?feast_sbgv/?feast_hbgv
?feast_scsrev/?feast_hcsrev
?feast_syev/?feast_heev
?feast_sygv/?feast_hegv
?feast_srci/?feast_hrci
feastinit
?feast_hbev
?feast_hbgv
?feast_hcsrev
?feast_heev
?feast_hegv
?feast_hrci
?feast_sbev
?feast_sbgv
?feast_scsrev
?feast_srci
?feast_syev
?feast_sygv
feastinit
Extended Eigensolver interface
?feast_scsrgv/?feast_hcsrgv
?feast_hcsrgv
?feast_scsrgv
Extended Eigensolvers
?feast_sbgv/?feast_hbgv
Extended Eigensolver Input Parameters
?feast_scsrev/?feast_hcsrev
?feast_srci/?feast_hrci
Extended Eigensolver Interfaces to find largest/smallest eigenvalues
Extended Eigensolver Output Details
Extended Eigensolver Interfaces to find largest/smallest singular values
Extended Eigensolver Predefined Interfaces
?feast_sygv/?feast_hegv
Parallelism in Extended Eigensolver Routines
?feast_syev/?feast_heev
Achieving Performance With Extended Eigensolver Routines
Extended Eigensolver RCI Interface Description
Extended Eigensolver Input Parameters for Extremal Eigenvalue Problem
?feast_sbev/?feast_hbev
?feast_scsrgv/?feast_hcsrgv
Extended Eigensolver Naming Conventions
feastinit
factorization
Matrix Factorization: LAPACK Computational Routines
Matrix Factorization: ScaLAPACK Computational Routines
?hesvx
?sysvx
Orthogonal Factorizations: LAPACK Computational Routines
Orthogonal Factorizations: ScaLAPACK Computational Routines
?lahef
?lahef_rook
?lasyf_rook
?lasyf
?latrz
Bunch-Kaufman
Matrix Factorization: LAPACK Computational Routines
Matrix Factorization: ScaLAPACK Computational Routines
LAPACK
ScaLAPACK
Cholesky
Matrix Factorization: ScaLAPACK Computational Routines
LAPACK
?potf2
?pbtf2
Matrix Factorization: LAPACK Computational Routines
ScaLAPACK
diagonal pivoting
?hesvx
?sysvx
Hermitian matrix
?hesvx
complex
?hetf2
?hetf2_rook
packed
symmetric matrix
?sysvx
indefinite
?sytf2_rook
?sytf2
packed
LU
Matrix Factorization: LAPACK Computational Routines
Matrix Factorization: ScaLAPACK Computational Routines
LAPACK
ScaLAPACK
orthogonal
Orthogonal Factorizations: LAPACK Computational Routines
Orthogonal Factorizations: ScaLAPACK Computational Routines
LAPACK
ScaLAPACK
partial
?lahef
?lahef_rook
?lasyf_rook
?lasyf
complex Hermitian indefinite matrix
?lahef
?lahef_rook
real/complex symmetric matrix
?lasyf_rook
?lasyf
triangular factorization
Matrix Factorization: LAPACK Computational Routines
Matrix Factorization: ScaLAPACK Computational Routines
upper trapezoidal matrix
fast Fourier transform
DftiCommitDescriptor
DftiCommitDescriptorDM
DftiComputeBackward
DftiComputeBackwardDM
DftiComputeForwardDM
DftiCopyDescriptor
DftiCreateDescriptor
DftiCreateDescriptorDM
DftiErrorClass
DftiErrorMessage
DftiFreeDescriptor
DftiFreeDescriptorDM
DftiGetValue
DftiGetValueDM
DftiSetValueDM
DftiCommitDescriptor
DftiCommitDescriptorDM
DftiComputeBackward
DftiComputeBackwardDM
DftiComputeForwardDM
DftiCopyDescriptor
DftiCreateDescriptor
DftiCreateDescriptorDM
DftiErrorClass
DftiErrorMessage
DftiFreeDescriptor
DftiFreeDescriptorDM
DftiGetValue
DftiGetValueDM
DftiSetValueDM
fast Fourier Transform
DftiComputeForward
DftiComputeForward
fatal error, handling
feastinit
FFT computation
Cluster FFT Interface
cluster FFT
FFT functions
DftiCommitDescriptor
DftiCommitDescriptorDM
DftiCopyDescriptor
DftiCreateDescriptor
DftiCreateDescriptorDM
DftiFreeDescriptor
DftiFreeDescriptorDM
DftiComputeBackward
DftiComputeForward
DftiComputeForwardDM
DftiErrorClass
DftiErrorMessage
descriptor manipulation
DftiCommitDescriptor
DftiCommitDescriptorDM
DftiCopyDescriptor
DftiCreateDescriptor
DftiCreateDescriptorDM
DftiFreeDescriptor
DftiFreeDescriptorDM
DftiCommitDescriptor
DftiCommitDescriptorDM
DftiCopyDescriptor
DftiCreateDescriptor
DftiCreateDescriptorDM
DftiFreeDescriptor
DftiFreeDescriptorDM
DFT computation
DftiComputeBackward
DftiComputeForward
DftiComputeBackward
DftiComputeForward
FFT computation
DftiComputeForwardDM
DftiComputeForwardDM
status checking
DftiErrorClass
DftiErrorMessage
DftiErrorClass
DftiErrorMessage
FFT Interface
FFT routines
DftiGetValue
DftiGetValueDM
DftiSetValueDM
DftiComputeBackwardDM
descriptor configuration
DftiGetValue
DftiGetValueDM
DftiSetValueDM
DftiGetValue
DftiGetValueDM
DftiSetValueDM
FFT computation
DftiComputeBackwardDM
DftiComputeBackwardDM
fftw
FFTW interface to Intel® MKL
Appendix D: FFTW Interface to Intel® Math Kernel Library
for FFTW2
for FFTW3
fftw_create_plan
fftw_create_plan_specific
fftw_destroy_plan
fftw_one
fftw2d_create_plan
fftw2d_create_plan_specific
fftw3d_create_plan
fftw3d_create_plan_specific
fftwnd
fftwnd_create_plan
fftwnd_create_plan_specific
fftwnd_destroy_plan
fftwnd_one
fill-in, for sparse matrices
finding
p?max1
i?amax
?combamax1
i?amin
index of the element of a vector with the largest absolute value of the real part
element of a vector with the largest absolute value
element of a vector with the largest absolute value of the real part and its global index
element of a vector with the smallest absolute value
font conventions
Fortran 95 interface conventions
Fortran 95 Interface Conventions for BLAS Routines
Fortran 95 Interface Conventions for LAPACK Routines
BLAS, Sparse BLAS
LAPACK
Fortran 95 Interfaces for LAPACK Routines: specific MKL features
Fortran 95 LAPACK interface vs. Netlib
free_Helmholtz_2D
free_Helmholtz_3D
free_sph_np
free_sph_p
free_trig_transform
Frobenius norm
?lanhe
p?lansy, p?lanhe
?lanhf
?lanst/?lanht
?lansy
p?lange
?lange
?langt
?lanhb
?lansf
?lansb
?lansp
?lantr
?lantb
p?lantr
p?lanhs
?lanhs
complex Hermitian matrix
?lanhe
p?lansy, p?lanhe
packed storage
complex Hermitian matrix in RFP format
complex Hermitian tridiagonal matrix
complex symmetric matrix
general rectangular matrix
p?lange
?lange
general tridiagonal matrix
Hermitian band matrix
real symmetric matrix
?lansy
p?lansy, p?lanhe
real symmetric matrix in RFP format
real symmetric tridiagonal matrix
symmetric band matrix
symmetric matrix
?lansp
packed storage
trapezoidal matrix
triangular band matrix
triangular matrix
p?lantr
?lantr
packed storage
upper Hessenberg matrix
p?lanhs
?lanhs
full storage scheme
full-storage vectors
function name conventions, in VM
Gamma
vRngChiSquare
vRngGamma
gathering sparse vector's elements into compressed form
?gthr
and writing zeros to these elements
Gaussian
GaussianMV
gbcon
gbequ
gbmv
gbrfs
gbsv
gbsvx
gbtrf
gbtrs
gebak
gebal
gebrd
gecon
geequ
gees
geesx
geev
geevx
gehrd
gelqf
gels
gelsd
gelss
gelsy
gem2vc
gem2vu
gemm
gemm_batch
gemm_s8u8s32
gemm3m
gemm3m_batch
gemv
general distributed matrix
p?gemm
scalar-matrix-matrix product
general matrix
p?larzb
?larzb
p?gemr2d
Nonsymmetric Eigenvalue Problems: LAPACK Computational Routines
Generalized Nonsymmetric Eigenvalue Problems: LAPACK Computational Routines
?larz
p?larz
p?gecon
?gecon
p?pocon
p?trcon
?getri
mkl_?getrinp
p?getri
?gelqf
p?gelqf
?getf2
mkl_?getrfnp
p?getrf
p?getf2
?getrf
?gemv
?gem2vc
?la_geamv
?gem2vu
?orml2/?unml2
p?orml2/p?unml2
?orm2r/?unm2r
p?orm2r/p?unm2r
p?ormr2/p?unmr2
?ormr2/?unmr2
?ormr3/?unmr3
?geqlf
p?geqlf
p?geqrf
?ggrqf
?geqrt
?geqrf
?geqrfp
?geqrt3
?geqrt2
?ger
?gerc
?geru
?gebd2
p?gebd2
?labrd
p?gehd2
?gerqf
p?ggrqf
?gemm_batch
?gemm3m_batch
?gemm3m
?gemm
?gemm_batch_strided
b?trexc
?getrs
p?getrs
block reflector
p?larzb
?larzb
copying
eigenvalue problems
Nonsymmetric Eigenvalue Problems: LAPACK Computational Routines
Generalized Nonsymmetric Eigenvalue Problems: LAPACK Computational Routines
elementary reflector
?larz
p?larz
estimating the condition number
p?gecon
?gecon
p?pocon
p?trcon
band storage
inverting matrix
?getri
mkl_?getrinp
p?getri
LAPACK
?getri
mkl_?getrinp
ScaLAPACK
LQ factorization
?gelqf
p?gelqf
LU factorization
?getf2
mkl_?getrfnp
p?getrf
p?getf2
?getrf
band storage
?gbtrf
p?gbtrf
?dbtf2
p?dbtrf
?gbtf2
?dbtrf
matrix-vector product
?gemv
?gem2vc
?la_geamv
?gem2vu
band storage
multiplying by orthogonal matrix
?orml2/?unml2
p?orml2/p?unml2
?orm2r/?unm2r
p?orm2r/p?unm2r
p?ormr2/p?unmr2
?ormr2/?unmr2
?ormr3/?unmr3
from LQ factorization
?orml2/?unml2
p?orml2/p?unml2
from QR factorization
?orm2r/?unm2r
p?orm2r/p?unm2r
from RQ factorization
p?ormr2/p?unmr2
?ormr2/?unmr2
from RZ factorization
multiplying by unitary matrix
?orml2/?unml2
p?orml2/p?unml2
?orm2r/?unm2r
p?orm2r/p?unm2r
p?ormr2/p?unmr2
?ormr2/?unmr2
?ormr3/?unmr3
from LQ factorization
?orml2/?unml2
p?orml2/p?unml2
from QR factorization
?orm2r/?unm2r
p?orm2r/p?unm2r
from RQ factorization
p?ormr2/p?unmr2
?ormr2/?unmr2
from RZ factorization
QL factorization
?geqlf
p?geqlf
LAPACK
ScaLAPACK
QR factorization
p?geqrf
?ggrqf
?geqrt
?geqrf
?geqrfp
?geqrt3
?geqrt2
with pivoting
p?geqpf
?geqp3
?geqpf
rank-1 update
rank-1 update, conjugated
rank-1 update, unconjugated
reduction to bidiagonal form
?gebd2
p?gebd2
?labrd
reduction to upper Hessenberg form
RQ factorization
?gerqf
p?ggrqf
LAPACK
ScaLAPACK
scalar-matrix-matrix product
?gemm_batch
?gemm3m_batch
?gemm3m
?gemm
?gemm_batch_strided
Schur factorization reordering
solving systems of linear equations
?getrs
p?getrs
band storage
?gbtrs
p?gbtrs
LAPACK
ScaLAPACK
general matrix
Nonsymmetric Eigenvalue Problems: ScaLAPACK Computational Routines
p?trord
eigenvalue problems
Schur factorization reordering
general rectangular distributed matrix
p?geequ
computing scaling factors
equilibration
general rectangular matrix
?lange
p?lange
?larfb
p?larfb
?larfx
?gelq2
p?gelq2
?lascl
p?lascl
?geql2
p?geql2
?geqr2p
?geqr2
p?geqr2
?lahrd
?lahr2
p?lahrd
p?labrd
?laswp
p?laswp
?gerq2
p?gerqf
p?gerq2
p?laqge
1-norm value
?lange
p?lange
LAPACK
ScaLAPACK
block reflector
?larfb
p?larfb
LAPACK
ScaLAPACK
elementary reflector
?larfx
LAPACK
p?larfc
?larf
ScaLAPACK
Frobenius norm
?lange
p?lange
LAPACK
ScaLAPACK
infinity- norm
?lange
p?lange
LAPACK
ScaLAPACK
largest absolute value of element
?lange
p?lange
LAPACK
ScaLAPACK
LQ factorization
?gelq2
p?gelq2
LAPACK
ScaLAPACK
multiplication
?lascl
p?lascl
LAPACK
ScaLAPACK
QL factorization
?geql2
p?geql2
LAPACK
ScaLAPACK
QR factorization
?geqr2p
?geqr2
p?geqr2
LAPACK
?geqr2p
?geqr2
ScaLAPACK
reduction of first columns
?lahrd
?lahr2
p?lahrd
LAPACK
?lahrd
?lahr2
ScaLAPACK
reduction to bidiagonal form
row interchanges
?laswp
p?laswp
LAPACK
ScaLAPACK
RQ factorization
?gerq2
p?gerqf
p?gerq2
LAPACK
ScaLAPACK
p?gerqf
p?gerq2
scaling
general square matrix
?gehd2
p?latra
reduction to upper Hessenberg form
trace
general triangular matrix
p?dbtrsv
LU factorization
p?dbtrsv
band storage
general tridiagonal matrix
?langt
1-norm value
Frobenius norm
infinity- norm
largest absolute value of element
general tridiagonal triangular matrix
p?dttrsv
LU factorization
p?dttrsv
band storage
generalized eigenvalue problems
Generalized Symmetric-Definite Eigenvalue Problems: LAPACK Computational Routines
complex Hermitian positive-definite problem
p?sygs2/p?hegs2
?sygs2/?hegs2
?hegst
p?hegst
band storage
packed storage
complex Hermitian-definite problem
p?sytd2/p?hetd2
?sytd2/?hetd2
real symmetric-definite problem
p?sygs2/p?hegs2
?sygs2/?hegs2
?sygst
p?sytd2/p?hetd2
?sytd2/?hetd2
p?sygst
band storage
packed storage
See also LAPACK routines, generalized eigenvalue problems
Generalized LLS Problems
Generalized Nonsymmetric Eigenproblems
generalized Schur factorization
?largv
?larnv
?lagv2
?lar2v
Generalized Singular Value Decomposition
generalized Sylvester equation
Generalized SymmetricDefinite Eigenproblems
generation methods
Geometric
geqlf
geqp3
geqpf
geqrf
geqrfp
geqrt
geqrt2
geqrt3
ger
gerc
gerfs
gerqf
geru
gesdd
gesv
gesvd
gesvx
GetBrngProperties
GetNumRegBrngs
getrf
mkl_?getrfnp
?getrf
getri
?getri
mkl_?getrinp
getrs
GetStreamSize
GetStreamStateBrng
GFSR
ggbak
ggbal
gges
ggesx
ggev
ggevx
ggglm
gghrd
gglse
ggqrf
ggrqf
ggsvd
ggsvp
Givens rotation
?roti
?rotg
of sparse vectors
parameters
Givens rotation
?rotmg
modified Givens transformation parameters
global array
global index of maximum element of a distributed vector
global matrix
Overview of ScaLAPACK Routines
ScaLAPACK Array Descriptors
gsvj0
gsvj1
gtcon
gthr
gthrz
gtrfs
gtsv
gtsvx
gttrf
gttrs
Gumbel
hbev
hbevd
hbevx
hbgst
hbgv
hbgvd
hbgvx
hbmv
hbtrd
hecon
hecon_rook
heev
heevd
heevr
heevx
hegst
hegv
hegvd
hegvx
Helmholtz problem
Poisson Solver Implementation
three-dimensional
two-dimensional
Helmholtz problem on a sphere
Poisson Solver Implementation
non-periodic
periodic
hemm
hemv
her
her2
her2k
herdb
herfs
herk
Hermitian band matrix
?lanhb
1-norm value
Frobenius norm
infinity- norm
largest absolute value of element
Hermitian distributed matrix
p?her2k
p?hemm
rank-n update
scalar-matrix-matrix product
Hermitian indefinite matrix
?la_heamv
matrix-vector product
Hermitian matrix
Symmetric Eigenvalue Problems: LAPACK Computational Routines
Generalized Symmetric-Definite Eigenvalue Problems: LAPACK Computational Routines
Bunch-Kaufman factorization
?hetrf
packed storage
eigenvalues and eigenvectors
p?heevx
p?heevr
pmpim2
p?heev
p?heevd
estimating the condition number
?hecon
?hecon_rook
packed storage
generalized eigenvalue problems
inverting the matrix
?hetri
?hetri2x
?hetri_rook
?hetri2
packed storage
matrix-vector product
?hemv
band storage
packed storage
rank-1 update
?her
packed storage
rank-2 update
?her2
packed storage
rank-2k update
rank-k update
reducing to standard form
?sygs2/?hegs2
p?sygs2/p?hegs2
LAPACK
ScaLAPACK
reducing to tridiagonal form
?latrd
?sytd2/?hetd2
p?sytd2/p?hetd2
p?latrd
LAPACK
?latrd
?sytd2/?hetd2
ScaLAPACK
p?sytd2/p?hetd2
p?latrd
scalar-matrix-matrix product
scaling
solving systems of linear equations
?hetrs
?hetrs2
?hetrs_rook
?heswapr
packed storage
Hermitian matrix
?hetrf_rook
Bunch-Kaufman factorization
Hermitian positive definite distributed matrix
p?poequ
computing scaling factors
equilibration
Hermitian positive semidefinite matrix
?pstrf
Cholesky factorization
Hermitian positive-definite band matrix
?pbtf2
Cholesky factorization
Hermitian positive-definite distributed matrix
p?potri
inverting the matrix
Hermitian positive-definite matrix
?potf2
p?potf2
?pftri
?potrf
?pftrf
p?potrf
?pftrs
?pocon
?potri
?potrs
p?potrs
Cholesky factorization
?potf2
p?potf2
?pftri
?potrf
?pftrf
p?potrf
?pftrs
band storage
?pbtrf
p?pbtrf
packed storage
estimating the condition number
?pocon
band storage
packed storage
inverting the matrix
?pftri
?potri
packed storage
solving systems of linear equations
?potrs
p?potrs
?pftrs
band storage
p?pbtrs
?pbtrs
packed storage
Hermitian positive-definite tridiagonal matrix
p?pttrs
solving systems of linear equations
Hessenberg matrix
p?laqr2
p?laqr1
p?laqr3
eigenvalues
eigenvalues and eigenvectors
eigenvalues and Schur factorization
hesv
hesv_rook
hesvx
heswapr
hetrd
hetrf
hetrf_rook
hetri
hetri_rook
hetri2
hetri2x
hetrs
hetrs_rook
hfrk
hgeqz
Householder matrix
?larfg
?larfgp
p?larfg
LAPACK
?larfg
?larfgp
ScaLAPACK
hpcon
hpev
hpevd
hpevx
hpgst
hpgv
hpgvd
hpgvx
hprfs
hpsv
hpsvx
hptrd
hptrf
hptri
hptrs
hsein
hseqr
Hypergeometric
i?amax
i?amin
i?max1
IBM ESSL library
icamax
icamin
icmax1
idamax
idamin
IEEE arithmetic
IEEE standard
p?lachkieee
p?lasnbt
implementation
signbit position
ieeeck
igamn2d
igamx2d
igebr2d
igebs2d
igerv2d
igesd2d
igsum2d
ila?lr
ilaclc
ilaclr
iladiag
iladlc
iladlr
ilaenv
ilalc
ilalr
ilaprec
ilaslc
ilaslr
ilatrans
ilauplo
ilaver
ilazlc
ilazlr
ILU0 preconditioner
Incomplete LU Factorization Technique
increment
iNewAbstractStream
infinity-norm
?lanhe
p?lansy, p?lanhe
?lanhf
?lanst/?lanht
?lansy
p?lange
?lange
?langt
?lanhb
?lansf
?lansb
?lansp
?lantr
?lantb
p?lantr
p?lanhs
?lanhs
complex Hermitian matrix
?lanhe
p?lansy, p?lanhe
packed storage
complex Hermitian matrix in RFP format
complex Hermitian tridiagonal matrix
complex symmetric matrix
general rectangular matrix
p?lange
?lange
general tridiagonal matrix
Hermitian band matrix
real symmetric matrix
?lansy
p?lansy, p?lanhe
real symmetric matrix in RFP format
real symmetric tridiagonal matrix
symmetric band matrix
symmetric matrix
?lansp
packed storage
trapezoidal matrix
triangular band matrix
triangular matrix
p?lantr
?lantr
packed storage
upper Hessenberg matrix
p?lanhs
?lanhs
Intel® Many Integrated Core Architecture support functions
mkl_set_env_mode
mkl_set_env_mode
Interface Consideration
inverse matrix. inverting a matrix
p?getri
p?potri
?getri
p?trtri
mkl_?getrinp
inverting a matrix
?getri
mkl_?getrinp
p?getri
?hetri
?hetri2x
?hetri_rook
?hetri2
?pftri
?sytri_rook
?sytri2x
?sytri
?sytri2
p?trtri
?trtri
?tftri
general matrix
?getri
mkl_?getrinp
p?getri
LAPACK
?getri
mkl_?getrinp
ScaLAPACK
Hermitian matrix
?hetri
?hetri2x
?hetri_rook
?hetri2
packed storage
Hermitian positive-definite matrix
?pftri
LAPACK
packed storage
ScaLAPACK
symmetric matrix
?sytri_rook
?sytri2x
?sytri
?sytri2
packed storage
symmetric positive-definite matrix
?pftri
LAPACK
packed storage
ScaLAPACK
triangular distributed matrix
triangular matrix
?trtri
?tftri
packed storage
iparmq
isamax
isamin
Iterative Sparse Solvers
Iterative Sparse Solvers based on Reverse Communication Interface (RCI ISS)
itrbr2d
itrbs2d
itrrv2d
itrsd2d
izamax
izamin
izmax1
Jacobi plane rotations
Jacobian matrix calculation routines
?jacobi
?jacobi_delete
?jacobi_init
?jacobi_solve
?jacobix
la_gbamv
la_gbrcond
la_gbrcond_c
la_gbrcond_x
la_gercond
la_gercond_c
la_gercond_x
la_hercond_c
la_hercond_x
la_lin_berr
la_porcond
la_porcond_c
la_porcond_x
la_syrcond
la_syrcond_c
la_syrcond_x
lanhf
lansf
LAPACK
Naming Conventions for LAPACK Routines
naming conventions
LAPACK auxiliary routines
?la_geamv
?la_heamv
?la_syamv
?larscl2
?lascl2
?la_geamv
?la_heamv
?la_syamv
?larscl2
?lascl2
LAPACK routines
?bbcsd
?laqz0
?gelq
?gelqt
?gelqt3
?gemlq
?gemlqt
?gemqr
?geqr
?getsls
?gsvj0
?hecon_3
?hesv_aa
?hesv_rk
?hetrf_aa
?hetrf_rk
?hetri_3
?hetrs_3
?hetrs_aa
?hfrk
?lahef_aa
?lamswlq
?lamtsqr
?larfp
?larfy
?laswlq
?lasyf_aa
?latsqr
?sfrk
?sycon_3
?sysv_aa
?sysv_rk
?sytrf_aa
?sytrf_rk
?sytri_3
?sytrs_3
?sytrs_aa
?tplqt
?tplqt2
?tpmlqt
2-by-2 generalized eigenvalue problem
2-by-2 Hermitian matrix
?lar2v
plane rotation
2-by-2 orthogonal matrices
2-by-2 real matrix
?lagv2
generalized Schur factorization
2-by-2 real nonsymmetric matrix
?lanv2
Schur factorization
2-by-2 symmetric matrix
?lar2v
plane rotation
2-by-2 triangular matrix
?las2
?lasv2
singular values
SVD
approximation to smallest eigenvalue
auxiliary routines
?gbtf2
?gebd2
?gehd2
?gelq2
?geql2
?geqr2
?geqr2p
?gerq2
?gesc2
?getc2
?getf2
?gtts2
?hetf2
?hetf2_rook
?hfrk
?isnan
?la_gbrpvgrw
?la_gerpvgrw
?la_herpvgrw
?la_porpvgrw
?la_syrpvgrw
?la_wwaddw
?labrd
?lacgv
?lacn2
?lacon
?lacp2
?lacpy
?lacrm
?lacrt
?ladiv
?lae2
?laebz
?laed0
?laed1
?laed2
?laed3
?laed4
?laed5
?laed6
?laed7
?laed8
?laed9
?laeda
?laein
?laesy
?laev2
?laexc
?lag2
?lags2
?lagtf
?lagtm
?lagts
?lagv2
?lahef
?lahef_rook
?lahqr
?lahr2
?lahrd
?laic1
?laisnan
?laln2
?lals0
?lalsa
?lalsd
?lamrg
?laneg
?langb
?lange
?langt
?lanhb
?lanhe
?lanhf
?lanhp
?lanhs
?lansb
?lansf
?lansp
?lanst/?lanht
?lansy
?lantb
?lantp
?lantr
?lanv2
?lapll
?lapmr
?lapmt
?lapy2
?lapy3
?laqgb
?laqge
?laqhb
?laqhe
?laqhp
?laqp2
?laqps
?laqr0
?laqr1
?laqr2
?laqr3
?laqr4
?laqr5
?laqsb
?laqsp
?laqsy
?laqtr
?lar1v
?lar2v
?larcm
?larf
?larfb
?larfg
?larfgp
?larfp
?larft
?larfx
?largv
?larnv
?larra
?larrb
?larrc
?larrd
?larre
?larrf
?larrj
?larrk
?larrr
?larrv
?lartg
?lartgp
?lartgs
?lartv
?laruv
?larz
?larzb
?larzt
?las2
?lascl
?lasd0
?lasd1
?lasd2
?lasd3
?lasd4
?lasd5
?lasd6
?lasd7
?lasd8
?lasd9
?lasda
?lasdq
?lasdt
?laset
?lasq1
?lasq2
?lasq3
?lasq4
?lasq5
?lasq6
?lasr
?lasrt
?lassq
?lasv2
?laswp
?lasy2
?lasyf
?lasyf_rook
?latbs
?latdf
?latps
?latrd
?latrs
?latrz
?lauu2
?lauum
?orbdb/?unbdb
?orbdb1/?unbdb1
?orbdb2/?unbdb2
?orbdb3/?unbdb3
?orbdb4/?unbdb4
?orbdb5/?unbdb5
?orbdb6/?unbdb6
?orcsd/?uncsd
?orcsd2by1/?uncsd2by1
?org2l/?ung2l
?org2r/?ung2r
?orgl2/?ungl2
?orgr2/?ungr2
?orm2l/?unm2l
?orm2r/?unm2r
?orml2/?unml2
?ormr2/?unmr2
?ormr3/?unmr3
?pbtf2
?potf2
?pstf2
?ptts2
?rot
?rscl
?sfrk
?spmv
?spr
?sum1
?sygs2/?hegs2
?symv
?syr
?sytd2/?hetd2
?sytf2
?sytf2_rook
?tfttp
?tfttr
?tgex2
?tgsy2
?tpttf
?tpttr
?trti2
?trttf
?trttp
clag2z
dlag2s
dlat2s
i?max1
ila?lc
ila?lr
slag2d
zlag2c
zlat2c
?gbtf2
?gebd2
?gehd2
?gelq2
?geql2
?geqr2
?geqr2p
?gerq2
?gesc2
?getc2
?getf2
?gtts2
?hetf2
?hetf2_rook
?hfrk
?isnan
?la_gbrpvgrw
?la_gerpvgrw
?la_herpvgrw
?la_porpvgrw
?la_syrpvgrw
?la_wwaddw
?labrd
?lacgv
?lacn2
?lacon
?lacp2
?lacpy
?lacrm
?lacrt
?ladiv
?lae2
?laebz
?laed0
?laed1
?laed2
?laed3
?laed4
?laed5
?laed6
?laed7
?laed8
?laed9
?laeda
?laein
?laesy
?laev2
?laexc
?lag2
?lags2
?lagtf
?lagtm
?lagts
?lagv2
?lahef
?lahef_rook
?lahqr
?lahr2
?lahrd
?laic1
?laisnan
?laln2
?lals0
?lalsa
?lalsd
?lamrg
?laneg
?langb
?lange
?langt
?lanhb
?lanhe
?lanhf
?lanhp
?lanhs
?lansb
?lansf
?lansp
?lanst/?lanht
?lansy
?lantb
?lantp
?lantr
?lanv2
?lapll
?lapmr
?lapmt
?lapy2
?lapy3
?laqgb
?laqge
?laqhb
?laqhe
?laqhp
?laqp2
?laqps
?laqr0
?laqr1
?laqr2
?laqr3
?laqr4
?laqr5
?laqsb
?laqsp
?laqsy
?laqtr
?lar1v
?lar2v
?larcm
?larf
?larfb
?larfg
?larfgp
?larfp
?larft
?larfx
?largv
?larnv
?larra
?larrb
?larrc
?larrd
?larre
?larrf
?larrj
?larrk
?larrr
?larrv
?lartg
?lartgp
?lartgs
?lartv
?laruv
?larz
?larzb
?larzt
?las2
?lascl
?lasd0
?lasd1
?lasd2
?lasd3
?lasd4
?lasd5
?lasd6
?lasd7
?lasd8
?lasd9
?lasda
?lasdq
?lasdt
?laset
?lasq1
?lasq2
?lasq3
?lasq4
?lasq5
?lasq6
?lasr
?lasrt
?lassq
?lasv2
?laswp
?lasy2
?lasyf
?lasyf_rook
?latbs
?latdf
?latps
?latrd
?latrs
?latrz
?lauu2
?lauum
?orbdb/?unbdb
?orbdb1/?unbdb1
?orbdb2/?unbdb2
?orbdb3/?unbdb3
?orbdb4/?unbdb4
?orbdb5/?unbdb5
?orbdb6/?unbdb6
?orcsd/?uncsd
?orcsd2by1/?uncsd2by1
?org2l/?ung2l
?org2r/?ung2r
?orgl2l/?ungl2
?orgr2/?ungr2
?orm2l/?unm2l
?orm2r/?unm2r
?orml2/?unml2
?ormr2/?unmr2
?ormr3/?unmr3
?pbtf2
?potf2
?pstf2
?ptts2
?rot
?rscl
?sfrk
?spmv
?spr
?sum1
?sygs2/?hegs2
?symv
?syr
?sytd2/?hetd2
?sytf2
?sytf2_rook
?tfttp
?tfttr
?tgex2
?tgsy2
?tpttf
?tpttr
?trti2
?trttf
?trttp
clag2z
dlag2s
dlat2s
i?max1
ila?lc
ila?lr
slag2d
zlag2c
zlat2c
banded matrix equilibration
?gbequ
?gbequb
?gbequ
?gbequb
bidiagonal divide and conquer
block reflector
?larzt
?larft
triangular factor
?larzt
?larft
checking for safe infinity
complex Hermitian matrix
?lanhe
packed storage
complex Hermitian matrix in RFP format
complex Hermitian tridiagonal matrix
complex matrix multiplication
?larcm
?lacrm
complex symmetric matrix
?lansy
computing eigenvalues and eigenvectors
matrix-vector product
symmetric rank-1 update
complex symmetric packed matrix
?spr
symmetric rank-1 update
complex vector
?sum1
i?max1
?lacrt
?spmv
?rot
1-norm using true absolute value
index of element with max absolute value
linear transformation
matrix-vector product
plane rotation
complex vector conjugation
condition number estimation
?disna
?gbcon
?gecon
?gtcon
?hecon
?hecon_rook
?hpcon
?pbcon
?pocon
?ppcon
?ptcon
?spcon
?sycon
?sycon_rook
?tbcon
?tpcon
?trcon
?disna
?gbcon
?gecon
?gtcon
?hecon
?hecon_rook
?hpcon
?pbcon
?pocon
?ppcon
?ptcon
?spcon
?sycon
?sycon_rook
?tbcon
?tpcon
?trcon
determining machine parameters
?lamc2
?lamc1
diagonally dominant triangular factorization
?dttrfb
?dttrfb
dqd transform
dqds transform
driver routines
?ggglm
?gglse
?gges
?ggesx
?ggev
?ggevx
?hbgv
?hbgvd
?hbgvx
?hegv
?hegvd
?hegvx
?hpgv
?hpgvd
?hpgvx
?sbgv
?sbgvd
?sbgvx
?spgv
?spgvd
?spgvx
?sygv
?sygvd
?sygvx
?gels
?gelsd
?gelss
?gelsy
?lals0
?lalsa
?lalsd
?gees
?geesx
?geev
?geevx
?gejsv
?gesdd
?gesvd
?gesvj
?ggsvd
?dtsvb
?gbsv
?gbsvx
?gbsvxx
?gesv
?gesvx
?gesvxx
?gtsv
?gtsvx
?hesv
?hesv_rook
?hesvx
?hesvxx
?hpsv
?hpsvx
?pbsv
?pbsvx
?posv
?posvx
?posvxx
?ppsv
?ppsvx
?ptsv
?ptsvx
?spsv
?spsvx
?sysv
?sysv_rook
?sysvx
?sysvxx
?hbev
?hbevd
?hbevx
?heev
?heevd
?heevr
?heevx
?hpev
?hpevd
?hpevx
?sbev
?sbevd
?sbevx
?spev
?spevd
?spevx
?stev
?stevd
?stevr
?stevx
?syev
?syevd
?syevr
?syevx
generalized LLS problems
?ggglm
?gglse
?ggglm
?gglse
generalized nonsymmetric eigenproblems
?gges
?ggesx
?ggev
?ggevx
?gges
?ggesx
?ggev
?ggevx
generalized symmetric definite eigenproblems
?hbgv
?hbgvd
?hbgvx
?hegv
?hegvd
?hegvx
?hpgv
?hpgvd
?hpgvx
?sbgv
?sbgvd
?sbgvx
?spgv
?spgvd
?spgvx
?sygv
?sygvd
?sygvx
?hbgv
?hbgvd
?hbgvx
?hegv
?hegvd
?hegvx
?hpgv
?hpgvd
?hpgvx
?sbgv
?sbgvd
?sbgvx
?spgv
?spgvd
?spgvx
?sygv
?sygvd
?sygvx
linear least squares problems
?gels
?gelsd
?gelss
?gelsy
?lals0
?lalsa
?lalsd
?gels
?gelsd
?gelss
?gelsy
?lals0 (auxiliary)
?lalsa (auxiliary)
?lalsd (auxiliary)
nonsymmetric eigenproblems
?gees
?geesx
?geev
?geevx
?gees
?geesx
?geev
?geevx
singular value decomposition
?gejsv
?gelsd
?gesdd
?gesvd
?gesvj
?ggsvd
?gejsv
?gelsd
?gesdd
?gesvd
?gesvj
?ggsvd
solving linear equations
?dtsvb
?gbsv
?gbsvx
?gbsvxx
?gesv
?gesvx
?gesvxx
?gtsv
?gtsvx
?hesv
?hesv_rook
?hesvx
?hesvxx
?hpsv
?hpsvx
?pbsv
?pbsvx
?posv
?posvx
?posvxx
?ppsv
?ppsvx
?ptsv
?ptsvx
?spsv
?spsvx
?sysv
?sysv_rook
?sysvx
?sysvxx
?dtsvb
?gbsv
?gbsvx
?gbsvxx
?gesv
?gesvx
?gesvxx
?gtsv
?gtsvx
?hesv
?hesv_rook
?hesvx
?hesvxx
?hpsv
?hpsvx
?pbsv
?pbsvx
?posv
?posvx
?posvxx
?ppsv
?ppsvx
?ptsv
?ptsvx
?spsv
?spsvx
?sysv
?sysv_rook
?sysvx
?sysvxx
symmetric eigenproblems
?hbev
?hbevd
?hbevx
?heev
?heevd
?heevr
?heevx
?hpev
?hpevd
?hpevx
?sbev
?sbevd
?sbevx
?spev
?spevd
?spevx
?stev
?stevd
?stevr
?stevx
?syev
?syevd
?syevr
?syevx
?hbev
?hbevd
?hbevx
?heev
?heevd
?heevr
?heevx
?hpev
?hpevd
?hpevx
?sbev
?sbevd
?sbevx
?spev
?spevd
?spevx
?stev
?stevd
?stevr
?stevx
?syev
?syevd
?syevr
?syevx
environmental enquiry
ilaenv
iparmq
finding a relatively isolated eigenvalue
general band matrix
?langb
equilibration
general matrix
?latms
?larzb
?larz
?gebd2
?labrd
?latms
block reflector
elementary reflector
reduction to bidiagonal form
?gebd2
?labrd
general matrix equilibration
?geequ
?geequb
?geequ
?geequb
general rectangular matrix
?lahrd
?lascl
?lahr2
?lange
block reflector
elementary reflector
?larf
?larfx
equilibration
?laqhe
?laqge
?laqhp
LQ factorization
plane rotation
QL factorization
QR factorization
?geqr2p
?geqr2
row interchanges
RQ factorization
general square matrix
?gehd2
reduction to upper Hessenberg form
general tridiagonal matrix
?lagts
?lagtm
?larre
?langt
?larrv
?lagtf
generalized eigenvalue problems
?hbgst
?hegst
?hpgst
?pbstf
?sbgst
?spgst
?sygst
?hbgst
?hegst
?hpgst
?pbstf
?sbgst
?spgst
?sygst
generalized SVD
?ggsvp
?tgsja
?ggsvp
?tgsja
generalized Sylvester equation
?tgsyl
?tgsyl
Hermitian band matrix
?lanhb
equilibration
?laqsy
?laqhb
Hermitian band matrix in packed storage
?laqsp
equilibration
Hermitian indefinite matrix equilibration
?heequb
?heequb
Hermitian matrix
?laev2
computing eigenvalues and eigenvectors
Hermitian positive-definite matrix equilibration
?poequ
?poequb
?poequ
?poequb
Householder matrix
?larfg
?larfgp
elementary reflector
?larfg
?larfgp
ila?lc
ila?lr
incremental condition estimation
linear dependence of vectors
LQ factorization
?gelq2
?gelqf
?orglq
?ormlq
?unglq
?unmlq
?gelq2
?gelqf
?orglq
?ormlq
?unglq
?unmlq
LU factorization
?gbtf2
general band matrix
matrix equilibration
?laqgb
?laqge
?laqhb
?laqhe
?laqhp
?laqsb
?laqsp
?laqsy
?pbequ
?ppequ
?laqgb
?laqge
?laqhb
?laqhe
?laqhp
?laqsb
?laqsp
?laqsy
?pbequ
?ppequ
matrix inversion
?getri
?hetri
?hetri_rook
?hetri2
?hetri2x
?hptri
?potri
?pptri
?sptri
?sytri
?sytri_rook
?sytri2
?sytri2x
?tptri
?trtri
mkl_?getrinp
?getri
?hetri
?hetri_rook
?hetri2
?hetri2x
?hptri
?potri
?pptri
?sptri
?sytri
?sytri_rook
?sytri2
?sytri2x
?tptri
?trtri
mkl_?getrinp
matrix-matrix product
?lagtm
?lagtm
merging sets of singular values
?lasd7
?lasd2
mixed precision iterative refinement subroutines
dlag2s
clag2z
?gesv
?posv
slag2d
zlag2c
nonsymmetric eigenvalue problems
?gebak
?gebal
?gehrd
?hsein
?hseqr
?orghr
?ormhr
?trevc
?trexc
?trsen
?trsna
?unghr
?unmhr
?gebak
?gebal
?gehrd
?hsein
?hseqr
?orghr
?ormhr
?trevc
?trexc
?trsen
?trsna
?unghr
?unmhr
off-diagonal and diagonal elements
permutation list creation
permutation of matrix columns
permutation of matrix rows
plane rotation
?lartg
?lasr
?lartgp
?lartgs
?lartv
plane rotation vector
QL factorization
?geql2
?geqlf
?orgql
?ormql
?ungql
?unmql
?geql2
?geqlf
?orgql
?ormql
?ungql
?unmql
QR factorization
?gemqrt
?geqp3
?geqpf
?geqr2
?geqr2p
?geqrf
?geqrfp
?geqrt
?geqrt2
?geqrt3
?ggqrf
?ggrqf
?laqp2
?laqps
?orgqr
?ormqr
?tpmqrt
?tpqrt
?tpqrt2
?tprfb
?ungqr
?unmqr
p?geqrf
?gemqrt
?geqp3
?geqpf
?geqr2
?geqr2p
?geqrf
?geqrfp
?geqrt
?geqrt2
?geqrt3
?ggqrf
?ggrqf
?laqp2
?laqps
?orgqr
?ormqr
?tpmqrt
?tpqrt
?tpqrt2
?tprfb
?ungqr
?unmqr
p?geqrf
random numbers vector
real lower bidiagonal matrix
?lasdq
SVD
real square bidiagonal matrix
?lasq1
singular values
real symmetric matrix
real symmetric matrix in RFP format
real symmetric tridiagonal matrix
?laebz
?lanst/?lanht
real upper bidiagonal matrix
?lasd0
?lasdq
?lasda
?lasd1
singular values
SVD
?lasdq
?lasda
?lasd1
real upper quasi-triangular matrix
?laexc
orthogonal similarity transformation
reciprocal condition numbers for eigenvalues and/or eigenvectors
?tgsna
?tgsna
RQ factorization
?gerq2
?gerqf
?orgrq
?ormrq
?ungrq
?unmrq
?geqr2
?gerqf
?orgrq
?ormrq
?ungrq
?unmrq
RZ factorization
?ormrz
?tzrzf
?unmrz
?ormrz
?tzrzf
?unmrz
singular value decomposition
?lalsd
?lalsa
?lals0
?bdsdc
?bdsqr
?gbbrd
?orgbr
?ormbr
?ungbr
?unmbr
solution refinement and error estimation
?gbrfs
?gbrfsx
?gerfs
?gerfsx
?gtrfs
?herfs
?herfsx
?hprfs
?la_gbrfsx_extended
?la_gerfsx_extended
?la_herfsx_extended
?la_porfsx_extended
?la_syrfsx_extended
?pbrfs
?porfs
?porfsx
?pprfs
?ptrfs
?sprfs
?syrfs
?syrfsx
?tbrfs
?tprfs
?trevc3
?trrfs
?gbrfs
?gbrfsx
?gerfs
?gerfsx
?gtrfs
?herfs
?herfsx
?hprfs
?la_gbrfsx_extended
?la_gerfsx_extended
?la_herfsx_extended
?la_porfsx_extended
?la_syrfsx_extended
?pbrfs
?porfs
?porfsx
?pprfs
?ptrfs
?sprfs
?syrfs
?syrfsx
?tbrfs
?tprfs
?trevc3
?trrfs
solving linear equations
?dttrsb
?gbtrs
?getrs
?gttrs
?heswapr
?hetrs
?hetrs_rook
?hetrs2
?hptrs
?laln2
?laqtr
?pbtrs
?pftrs
?potrs
?pptrs
?pttrs
?sptrs
?syswapr
?syswapr1
?sytrs
?sytrs_rook
?sytrs2
?tbtrs
?tptrs
?trtrs
?dttrsb
?gbtrs
?getrs
?gttrs
?heswapr
?hetrs
?hetrs_rook
?hetrs2
?hptrs
?laln2
?laqtr
?pbtrs
?pftrs
?potrs
?pptrs
?pttrs
?sptrs
?syswapr
?syswapr1
?sytrs
?sytrs_rook
?sytrs2
?tbtrs
?tptrs
?trtrs
sorting numbers
square root
?lapy2
?lapy3
square roots
?lasd5
?lasd9
?lasd8
?lasd4
?labad
?lasd3
Sylvester equation
?lasy2
?tgsy2
?trsyl
?lasy2
?tgsy2
?trsyl
symmetric band matrix
?lansb
equilibration
?laqsy
?laqsb
symmetric band matrix in packed storage
?laqsp
equilibration
symmetric eigenvalue problems
?disna
?hbtrd
?herdb
?hetrd
?hptrd
?opgtr
?opmtr
?orgtr
?ormtr
?pteqr
?sbtrd
?sptrd
?stebz
?stedc
?stegr
?stein
?stemr
?steqr
?sterf
?syrdb
?sytrd
?ungtr
?unmtr
?upgtr
?upmtr
?lae2
?laebz
?laed0
?laed1
?laed2
?laed3
?laed4
?laed5
?laed6
?laed7
?laed8
?laed9
?laeda
?disna
?hbtrd
?herdb
?hetrd
?hptrd
?opgtr
?opmtr
?orgtr
?ormtr
?pteqr
?sbtrd
?sptrd
?stebz
?stedc
?stegr
?stein
?stemr
?steqr
?sterf
?syrdb
?sytrd
?ungtr
?unmtr
?upgtr
?upmtr
auxiliary
?lae2
?laebz
?laed0
?laed1
?laed2
?laed3
?laed4
?laed5
?laed6
?laed7
?laed8
?laed9
?laeda
?lae2
?laebz
?laed0
?laed1
?laed2
?laed3
?laed4
?laed5
?laed6
?laed7
?laed8
?laed9
?laeda
symmetric indefinite matrix equilibration
?syequb
?syequb
symmetric matrix
?laev2
?lansp
computing eigenvalues and eigenvectors
packed storage
symmetric positive-definite matrix equilibration
?poequ
?poequb
?poequ
?poequb
symmetric positive-definite tridiagonal matrix
?lasq2
eigenvalues
test routines
?latms
?latms
trapezoidal matrix
?latrz
?lantr
triangular factorization
?gbtrf
?getrf
?gttrf
?hetrf
?hptrf
?pbtrf
?potrf
?pptrf
?pstrf
?pttrf
?sptrf
?sytrf
?sytrf_rook
mkl_?getrfnp
p?dbtrf
?gbtrf
?getrf
?gttrf
?hetrf
?hptrf
?pbtrf
?potrf
?pptrf
?pstrf
?pttrf
?sptrf
?sytrf
?sytrf_rook
mkl_?getrfnp
p?dbtrf
triangular matrix
?lantr
packed storage
triangular matrix factorization
?pftrf
?pftri
?tftri
?pftrf
?pftri
?tftri
triangular system of equations
?latrs
?latps
tridiagonal band matrix
uniform distribution
unreduced symmetric tridiagonal matrix
updated upper bidiagonal matrix
?lasd6
SVD
updating sum of squares
upper Hessenberg matrix
?lanhs
computing a specified eigenvector
eigenvalues
Schur factorization
utility functions and routines
?labad
?lamc1
?lamc2
?lamc3
?lamc4
?lamc5
?lamch
chla_transtype
ieeeck
iladiag
ilaenv
ilaprec
ilatrans
ilauplo
ilaver
iparmq
xerbla_array
?labad
?lamc1
?lamc2
?lamc3
?lamc4
?lamc5
?lamch
chla_transtype
ieeeck
iladiag
ilaenv
ilaprec
ilatrans
ilauplo
ilaver
iparmq
xerbla_array
LAPACK routines
?gsvj1
?pftrf
?pftrs
?gebrd
?hetrf_rook
mkl_?spffrt2, mkl_?spffrtx
?gsvj1
rectangular full packed format
?pftrf
?pftrs
singular value decomposition
?gebrd
?gebrd
triangular factorization
?hetrf_rook
mkl_?spffrt2, mkl_?spffrtx
?hetrf_rook
mkl_?spffrt2
mkl_?spffrtx
Laplace
Laplace problem
Poisson Solver Implementation
three-dimensional
two-dimensional
larfp
largest absolute value of element
?lanhe
p?lansy, p?lanhe
?lanhf
?lanst/?lanht
?lansy
p?lange
?lange
?langt
?lanhb
?lansf
?lansb
?lansp
?lantr
?lantb
p?lantr
p?lanhs
?lanhs
complex Hermitian matrix
?lanhe
p?lansy, p?lanhe
packed storage
complex Hermitian matrix in RFP format
complex Hermitian tridiagonal matrix
complex symmetric matrix
general rectangular matrix
p?lange
?lange
general tridiagonal matrix
Hermitian band matrix
real symmetric matrix
?lansy
p?lansy, p?lanhe
real symmetric matrix in RFP format
real symmetric tridiagonal matrix
symmetric band matrix
symmetric matrix
?lansp
packed storage
trapezoidal matrix
triangular band matrix
triangular matrix
p?lantr
?lantr
packed storage
upper Hessenberg matrix
p?lanhs
?lanhs
leading dimension
leapfrog method
LeapfrogStream
least squares problems
length. dimension
Library Version Obtaining
library version string
linear combination of distributed vectors
linear combination of vectors
?axpby
?axpy
Linear Congruential Generator
linear equations, solving
?laqtr
?laln2
tridiagonal symmetric positive-definite matrix
?ptsvx
LAPACK
ScaLAPACK
band matrix
?gbsvx
?gbsv
p?gbsv
LAPACK
?gbsvx
?gbsv
ScaLAPACK
banded matrix
?gbsvxx
?la_porfsx_extended
?gbrfsx
?la_gbrfsx_extended
extra precise interative refinement
?gbsvxx
LAPACK
extra precise iterative refinement
?la_porfsx_extended
?gbrfsx
?la_gbrfsx_extended
LAPACK
Cholesky-factored matrix
?pbtrs
p?pbtrs
LAPACK
ScaLAPACK
diagonally dominant tridiagonal matrix
?dttrsb
?dtsvb
LAPACK
?dttrsb
?dtsvb
diagonally dominant-like matrix
p?dbtrs
p?dttrs
banded
tridiagonal
general band matrix
p?dbsv
ScaLAPACK
general matrix
?getrs
p?getrs
band storage
p?gbtrs
?gbtrs
extra precise interative refinement
extra precise iterative refinement
general tridiagonal matrix
p?dtsv
ScaLAPACK
Hermitian indefinite matrix
?herfsx
?la_herfsx_extended
?hesvxx
extra precise interative refinement
?herfsx
LAPACK
extra precise iterative refinement
LAPACK
Hermitian matrix
?hetrs
?hetrs2
?hetrs_rook
?heswapr
error bounds
?hpsvx
?hesvx
packed storage
?hptrs
?hpsv
?hpsvx
Hermitian positive-definite matrix
?potrs
p?potrs
?pftrs
band storage
p?pbtrs
?pbsvx
?pbtrs
LAPACK
ScaLAPACK
error bounds
?pbsvx
?ppsvx
LAPACK
ScaLAPACK
extra precise interative refinement
?porfsx
LAPACK
LAPACK
?posvx
?posvxx
linear equations, solving
?posv
multiple right-hand sides
?posv
symmetric positive-definite matrix
packed storage
?ppsv
?ppsvx
?pptrs
ScaLAPACK
Hermitian positive-definite tridiagonal linear equations
Hermitian positive-definite tridiagonal matrix
multiple right-hand sides
?gbsvx
?gbsv
p?gbsv
?gbsvxx
?dtsvb
?hesvxx
?hesv_rook
?hpsv
?hesv
?ppsv
?posv
?gesvx
?gesvxx
?gesv
p?gesvx
p?gesv
?sysvxx
?sysv_rook
?sysv
?spsv
?posvxx
?gtsvx
?gtsv
band matrix
?gbsvx
?gbsv
p?gbsv
LAPACK
?gbsvx
?gbsv
ScaLAPACK
banded matrix
?gbsvxx
LAPACK
diagonally dominant tridiagonal matrix
Hermitian indefinite matrix
?hesvxx
LAPACK
Hermitian matrix
?hesv_rook
?hpsv
?hesv
Hermitian positive-definite matrix
?ppsv
?posv
band storage
square matrix
?gesvx
?gesvxx
?gesv
p?gesvx
p?gesv
LAPACK
?gesvx
?gesvxx
?gesv
ScaLAPACK
p?gesvx
p?gesv
symmetric indefinite matrix
?sysvxx
LAPACK
symmetric matrix
?sysv_rook
?sysv
?spsv
symmetric positive-definite matrix
?ppsv
band storage
symmetric/Hermitian positive-definite matrix
?posvxx
LAPACK
tridiagonal matrix
?gtsvx
?gtsv
overestimated or underestimated system
square matrix
?gesvx
?gbsvx
p?gesvx
?gesvxx
?gesv
p?gesv
error bounds
?gesvx
?gbsvx
p?gesvx
LAPACK
?gesvx
?gbsvx
ScaLAPACK
extra precise interative refinement
?gesvxx
LAPACK
LAPACK
?gesvx
?gesvxx
?gesv
ScaLAPACK
p?gesvx
p?gesv
symmetric indefinite matrix
?syrfsx
?la_syrfsx_extended
?sysvxx
extra precise interative refinement
?syrfsx
LAPACK
extra precise iterative refinement
LAPACK
symmetric matrix
?sytrs
?sytrs2
?syswapr
?sytrs_rook
?syswapr1
error bounds
?spsvx
?sysvx
packed storage
?sptrs
?spsvx
?spsv
symmetric positive-definite matrix
p?pttrs
?potrs
p?potrs
?pftrs
band storage
p?pbtrs
?pbsvx
?pbtrs
LAPACK
ScaLAPACK
error bounds
?pbsvx
?ppsvx
LAPACK
ScaLAPACK
extra precise interative refinement
?porfsx
?posvxx
LAPACK
?porfsx
?posvxx
LAPACK
?posvx
?posv
?posvxx
packed storage
?ppsv
?ppsvx
?pptrs
ScaLAPACK
p?posv
p?posvx
symmetric positive-definite tridiagonal linear equations
triangular matrix
p?trtrs
?trtrs
band storage
?tbtrs
p?pbtrsv
packed storage
tridiagonal Hermitian positive-definite matrix
?ptsvx
error bounds
LAPACK
ScaLAPACK
tridiagonal matrix
?gtsvx
?pttrs
?gtsv
?gttrs
?lar1v
?dttrsv
error bounds
LAPACK
?gtsvx
?pttrs
?gtsv
?gttrs
LAPACK auxiliary
ScaLAPACK auxiliary
tridiagonal symmetric positive-definite matrix
?ptsvx
error bounds
Linear Least Squares (LLS) Problems
LoadStreamF
LoadStreamM
Lognormal
LQ factorization
Orthogonal Factorizations: LAPACK Computational Routines
computing the elements of
?orglq
p?orglq
p?unglq
?unglq
orthogonal matrix Q
real orthogonal matrix Q
unitary matrix Q
p?unglq
?unglq
general rectangular matrix
?gelq2
p?gelq2
lsame
lsamen
LU factorization
mkl_?getrfnp
p?getrf
?getrf
band matrix
?gbtrf
p?gbtrf
p?dbtrf
blocked algorithm
unblocked algorithm
diagonally dominant tridiagonal matrix
diagonally dominant-like tridiagonal matrix
general band matrix
general matrix
?getf2
p?getf2
solving linear equations
?gesc2
p?gesvx
?lagts
?gtts2
general matrix
square matrix
tridiagonal matrix
?lagts
?gtts2
triangular band matrix
tridiagonal band matrix
tridiagonal matrix
?gttrf
?lagtf
?dttrf
with complete pivoting
?getc2
?latdf
with partial pivoting
?getf2
p?getf2
machine parameters
?lamch
p?lamch
LAPACK
ScaLAPACK
matrices, copying
p?gemr2d
p?trmr2d
general matrix
trapezoidal matrix
matrix arguments
column-major ordering
Vector Arguments in BLAS
Matrix Arguments
example
leading dimension
number of columns
number of rows
transposition parameter
matrix block
?laqp2
QR factorization
?laqp2
with pivoting
matrix converters
mkl_?csrbsr
mkl_?csrcoo
mkl_?csrcsc
mkl_?csrdia
mkl_?csrsky
mkl_?dnscsr
mkl_?csrbsr
mkl_?csrcoo
mkl_?csrcsc
mkl_?csrdia
mkl_?csrsky
mkl_?dnscsr
matrix equation
Naming Conventions for ScaLAPACK Routines
Solving Systems of Linear Equations: ScaLAPACK Computational Routines
?tfsm
Solving Systems of Linear Equations: LAPACK Computational Routines
?trsm_batch
?trsm
LAPACK Linear Equation Computational Routines
AX = B
Naming Conventions for ScaLAPACK Routines
Solving Systems of Linear Equations: ScaLAPACK Computational Routines
?tfsm
Solving Systems of Linear Equations: LAPACK Computational Routines
?trsm_batch
?trsm
LAPACK Linear Equation Computational Routines
matrix one-dimensional substructures
matrix-matrix operation
p?gemm
?gemm_batch
?gemm3m_batch
?gemm3m
?gemm
?gemm_batch_strided
p?her2k
?her2k
p?syr2k
?syr2k
?herk
p?syrk
?syrk
p?hemm
?hemm
p?symm
?symm
product
p?gemm
?gemm_batch
?gemm3m_batch
?gemm3m
?gemm
?gemm_batch_strided
general distributed matrix
general matrix
?gemm_batch
?gemm3m_batch
?gemm3m
?gemm
?gemm_batch_strided
rank-2k update
p?her2k
?her2k
p?syr2k
?syr2k
Hermitian distributed matrix
Hermitian matrix
symmetric distributed matrix
symmetric matrix
rank-k update
?herk
p?syrk
Hermitian matrix
symmetric distributed matrix
rank-n update
?syrk
symmetric matrix
scalar-matrix-matrix product
p?hemm
?hemm
p?symm
?symm
Hermitian distributed matrix
Hermitian matrix
symmetric distributed matrix
symmetric matrix
matrix-matrix operation: scalar-matrix-matrix product
p?trmm
triangular distributed matrix
matrix-matrix operation:scalar-matrix-matrix product
?trmm
triangular matrix
matrix-vector operation
?gbmv
?gemv
?la_heamv
?gem2vc
?la_geamv
?la_syamv
?gem2vu
?ger
?gerc
?geru
?her2
?syr2
product
?gbmv
?gemv
?la_heamv
?gem2vc
?la_geamv
?la_syamv
?gem2vu
Hermitian matrix
real symmetric matrix
triangular matrix
rank-1 update
?ger
?gerc
?geru
Hermitian matrix
real symmetric matrix
rank-2 update
?her2
?syr2
Hermitian matrix
symmetric matrix
matrix-vector operation:product
?hbmv
?hpmv
?spmv
?sbmv
?tbmv
?tpmv
Hermitian matrix
?hbmv
?hpmv
band storage
packed storage
real symmetric matrix
?spmv
packed storage
symmetric matrix
?sbmv
band storage
triangular matrix
?tbmv
?tpmv
band storage
packed storage
matrix-vector operation:rank-1 update
?hpr
?spr
Hermitian matrix
?hpr
packed storage
real symmetric matrix
?spr
packed storage
matrix-vector operation:rank-2 update
?hpr2
?spr2
Hermitian matrix
?hpr2
packed storage
symmetric matrix
?spr2
packed storage
mkl_?bsrgemv
mkl_?bsrmm
mkl_?bsrmv
mkl_?bsrsm
mkl_?bsrsv
mkl_?bsrsymv
mkl_?bsrtrsv
mkl_?coogemv
mkl_?coomm
mkl_?coomv
mkl_?coosm
mkl_?coosv
mkl_?coosymv
mkl_?cootrsv
mkl_?cscmm
mkl_?cscmv
mkl_?cscsm
mkl_?cscsv
mkl_?csradd
mkl_?csrbsr
mkl_?csrcoo
mkl_?csrcsc
mkl_?csrdia
mkl_?csrgemv
mkl_?csrmm
mkl_?csrmultcsr
mkl_?csrmultd
mkl_?csrmv
mkl_?csrsky
mkl_?csrsm
mkl_?csrsv
mkl_?csrsymv
mkl_?csrtrsv
mkl_?diagemv
mkl_?diamm
mkl_?diamv
mkl_?diasm
mkl_?diasv
mkl_?diasymv
mkl_?diatrsv
mkl_?dnscsr
mkl_?getrfnp
mkl_?getrinp
mkl_?imatcopy
mkl_?omatadd
mkl_?omatadd_batch_strided
mkl_?omatcopy
mkl_?omatcopy2
mkl_?skymm
mkl_?skymv
mkl_?skysm
mkl_?skysv
mkl_?spffrt2
mkl_?spffrtx
mkl_calloc
MKL_calloc
mkl_cbsrgemv
mkl_cbsrmm
mkl_cbsrmv
mkl_cbsrsm
mkl_cbsrsv
mkl_cbsrsymv
mkl_cbsrtrsv
mkl_cbwr_get
mkl_cbwr_get_auto_branch
mkl_cbwr_set
mkl_ccoogemv
mkl_ccoomm
mkl_ccoomv
mkl_ccoosm
mkl_ccoosv
mkl_ccoosymv
mkl_ccootrsv
mkl_ccscmm
mkl_ccscmv
mkl_ccscsm
mkl_ccscsv
mkl_ccsradd
mkl_ccsrbsr
mkl_ccsrcoo
mkl_ccsrcsc
mkl_ccsrdia
mkl_ccsrgemv
mkl_ccsrmm
mkl_ccsrmultcsr
mkl_ccsrmultd
mkl_ccsrmv
mkl_ccsrsky
mkl_ccsrsm
mkl_ccsrsv
mkl_ccsrsymv
mkl_ccsrtrmv
mkl_cdiagemv
mkl_cdiamm
mkl_cdiamv
mkl_cdiasm
mkl_cdiasv
mkl_cdiasymv
mkl_cdiatrsv
mkl_cgetrfnp
mkl_cgetrfnpi
mkl_cimatcopy
mkl_comatadd
mkl_comatcopy
mkl_comatcopy2
mkl_cskymm
mkl_cskymv
mkl_cskysm
mkl_cskysv
mkl_cspblas_?bsrgemv
mkl_cspblas_?bsrsymv
mkl_cspblas_?bsrtrsv
mkl_cspblas_?coogemv
mkl_cspblas_?coosymv
mkl_cspblas_?csrgemv
mkl_cspblas_?csrsymv
mkl_cspblas_?csrtrsv
mkl_cspblas_?dcootrsv
mkl_cspblas_cbsrgemv
mkl_cspblas_cbsrsymv
mkl_cspblas_cbsrtrmv
mkl_cspblas_ccoogemv
mkl_cspblas_ccoosymv
mkl_cspblas_ccootrsv
mkl_cspblas_ccsrgemv
mkl_cspblas_ccsrsymv
mkl_cspblas_ccsrtrsv
mkl_cspblas_dbsrgemv
mkl_cspblas_dbsrsymv
mkl_cspblas_dbsrtrmv
mkl_cspblas_dcoogemv
mkl_cspblas_dcoosymv
mkl_cspblas_dcootrsv
mkl_cspblas_dcsrgemv
mkl_cspblas_dcsrsymv
mkl_cspblas_dcsrtrsv
mkl_cspblas_sbsrgemv
mkl_cspblas_sbsrsymv
mkl_cspblas_sbsrtrmv
mkl_cspblas_scoogemv
mkl_cspblas_scoosymv
mkl_cspblas_scootrsv
mkl_cspblas_scsrgemv
mkl_cspblas_scsrsymv
mkl_cspblas_scsrtrsv
mkl_cspblas_zbsrgemv
mkl_cspblas_zbsrsymv
mkl_cspblas_zbsrtrmv
mkl_cspblas_zcoogemv
mkl_cspblas_zcoosymv
mkl_cspblas_zcootrsv
mkl_cspblas_zcsrgemv
mkl_cspblas_zcsrsymv
mkl_cspblas_zcsrtrsv
mkl_cspffrt2
mkl_cspffrtx
mkl_ctppack
mkl_ctpunpack
mkl_cvt_to_null_terminated_str
mkl_dbsrgemv
mkl_dbsrmm
mkl_dbsrmv
mkl_dbsrsm
mkl_dbsrsv
mkl_dbsrsymv
mkl_dbsrtrsv
mkl_dcoogemv
mkl_dcoomm
mkl_dcoomv
mkl_dcoosm
mkl_dcoosv
mkl_dcoosymv
mkl_dcootrsv
mkl_dcscmm
mkl_dcscmv
mkl_dcscsm
mkl_dcscsv
mkl_dcsradd
mkl_dcsrbsr
mkl_dcsrcoo
mkl_dcsrcsc
mkl_dcsrdia
mkl_dcsrgemv
mkl_dcsrmm
mkl_dcsrmultcsr
mkl_dcsrmultd
mkl_dcsrmv
mkl_dcsrsky
mkl_dcsrsm
mkl_dcsrsv
mkl_dcsrsymv
mkl_dcsrtrmv
mkl_ddiagemv
mkl_ddiamm
mkl_ddiamv
mkl_ddiasm
mkl_ddiasv
mkl_ddiasymv
mkl_ddiatrsv
mkl_ddnscsr
mkl_dgetrfnp
mkl_dgetrfnpi
mkl_dimatcopy
mkl_disable_fast_mm
MKL_Disable_Fast_MM
mkl_domain_get_max_threads
MKL_Domain_Get_Max_Threads
mkl_domain_set_num_threads
mkl_domatadd
mkl_domatcopy
mkl_domatcopy2
mkl_dskymm
mkl_dskymv
mkl_dskysm
mkl_dskysv
mkl_dspffrt2
mkl_dspffrtx
mkl_dtppack
mkl_dtpunpack
mkl_enable_instructions
MKL_Enable_Instructions
mkl_finalize
mkl_free
usage example
MKL_free
mkl_free_buffers
MKL_Free_Buffers
mkl_get_clocks_frequency
MKL_Get_Clocks_Frequency
mkl_get_cpu_clocks
MKL_Get_Cpu_Clocks
mkl_get_cpu_frequency
MKL_Get_Cpu_Frequency
mkl_get_dynamic
MKL_Get_Dynamic
mkl_get_max_cpu_frequency
MKL_Get_Max_Cpu_Frequency
mkl_get_max_threads
MKL_Get_Max_Threads
mkl_get_num_stripes
MKL_GET_NUM_STRIPES
mkl_get_version_string
mkl_jit_create_?gemm
mkl_jit_destroy
mkl_jit_get_?gemm_ptr
mkl_malloc
usage example
MKL_malloc
mkl_mem_stat
usage example
MKL_Mem_Stat
mkl_pardiso_pivot
mkl_peak_mem_usage
mkl_progress
mkl_realloc
MKL_realloc
mkl_sbsrgemv
mkl_sbsrmm
mkl_sbsrmv
mkl_sbsrsm
mkl_sbsrsv
mkl_sbsrsymv
mkl_sbsrtrsv
mkl_scoogemv
mkl_scoomm
mkl_scoomv
mkl_scoosm
mkl_scoosv
mkl_scoosymv
mkl_scootrsv
mkl_scscmm
mkl_scscmv
mkl_scscsm
mkl_scscsv
mkl_scsradd
mkl_scsrbsr
mkl_scsrcoo
mkl_scsrcsc
mkl_scsrdia
mkl_scsrgemv
mkl_scsrmm
mkl_scsrmultcsr
mkl_scsrmultd
mkl_scsrmv
mkl_scsrsky
mkl_scsrsm
mkl_scsrsv
mkl_scsrsymv
mkl_scsrtrmv
mkl_sdiagemv
mkl_sdiamm
mkl_sdiamv
mkl_sdiasm
mkl_sdiasv
mkl_sdiasymv
mkl_sdiatrsv
mkl_set_dynamic
MKL_Set_Dynamic
mkl_set_env_mode
mkl_set_exit_handler
mkl_set_interface_layer
mkl_set_memory_limit
mkl_set_mpi
mkl_set_num_stripes
MKL_SET_NUM_STRIPES
mkl_set_num_threads
MKL_Set_Num_Threads
mkl_set_num_threads_local
MKL_Set_Num_Threads_Local
mkl_set_pardiso_pivot
mkl_set_progress
mkl_set_threading_layer
mkl_set_xerbla
mkl_sgetrfnp
mkl_sgetrfnpi
mkl_simatcopy
mkl_somatadd
mkl_somatcopy
mkl_somatcopy2
mkl_sparse_?_ev
mkl_sparse_?_gv
mkl_sparse_?_lu_smoother
mkl_sparse_?_qr
mkl_sparse_?_qr_factorize
mkl_sparse_?_qr_qmult
mkl_sparse_?_qr_rsolve
mkl_sparse_?_qr_solve
mkl_sparse_?_sorv
mkl_sparse_?_svd
mkl_sparse_?_syprd
mkl_sparse_c_add
mkl_sparse_c_create_bsr
mkl_sparse_c_create_coo
mkl_sparse_c_create_csc
mkl_sparse_c_create_csr
mkl_sparse_c_dotmv
mkl_sparse_c_export_bsr
mkl_sparse_c_export_csc
mkl_sparse_c_export_csr
mkl_sparse_c_mm
mkl_sparse_c_mv
mkl_sparse_c_set_value
mkl_sparse_c_spmmd
mkl_sparse_c_symgs
mkl_sparse_c_symgs_mv
mkl_sparse_c_syrk
mkl_sparse_c_syrkd
mkl_sparse_c_trsm
mkl_sparse_c_trsv
mkl_sparse_c_update_values
mkl_sparse_convert_bsr
mkl_sparse_convert_csr
mkl_sparse_copy
mkl_sparse_d_add
mkl_sparse_d_create_bsr
mkl_sparse_d_create_coo
mkl_sparse_d_create_csc
mkl_sparse_d_create_csr
mkl_sparse_d_dotmv
mkl_sparse_d_export_bsr
mkl_sparse_d_export_csc
mkl_sparse_d_export_csr
mkl_sparse_d_mm
mkl_sparse_d_mv
mkl_sparse_d_set_value
mkl_sparse_d_spmmd
mkl_sparse_d_symgs
mkl_sparse_d_symgs_mv
mkl_sparse_d_syrk
mkl_sparse_d_syrkd
mkl_sparse_d_trsm
mkl_sparse_d_trsv
mkl_sparse_d_update_values
mkl_sparse_destroy
mkl_sparse_ee_init
mkl_sparse_optimize
mkl_sparse_qr_reorder
mkl_sparse_s_add
mkl_sparse_s_create_bsr
mkl_sparse_s_create_coo
mkl_sparse_s_create_csc
mkl_sparse_s_create_csr
mkl_sparse_s_dotmv
mkl_sparse_s_export_bsr
mkl_sparse_s_export_csc
mkl_sparse_s_export_csr
mkl_sparse_s_mm
mkl_sparse_s_mv
mkl_sparse_s_set_value
mkl_sparse_s_spmmd
mkl_sparse_s_symgs
mkl_sparse_s_symgs_mv
mkl_sparse_s_syrk
mkl_sparse_s_syrkd
mkl_sparse_s_trsm
mkl_sparse_s_trsv
mkl_sparse_s_update_values
mkl_sparse_set_dotmv_hint
mkl_sparse_set_lu_smoother_hint
mkl_sparse_set_memory_hint
mkl_sparse_set_mm_hint
mkl_sparse_set_mv_hint
mkl_sparse_set_qr_hint
mkl_sparse_set_sm_hint
mkl_sparse_set_sorv_hint
mkl_sparse_set_sv_hint
mkl_sparse_set_symgs_hint
mkl_sparse_sp2m
mkl_sparse_spmm
mkl_sparse_sypr
mkl_sparse_z_add
mkl_sparse_z_create_bsr
mkl_sparse_z_create_coo
mkl_sparse_z_create_csc
mkl_sparse_z_create_csr
mkl_sparse_z_dotmv
mkl_sparse_z_export_bsr
mkl_sparse_z_export_csc
mkl_sparse_z_export_csr
mkl_sparse_z_mm
mkl_sparse_z_mv
mkl_sparse_z_set_value
mkl_sparse_z_spmmd
mkl_sparse_z_symgs
mkl_sparse_z_symgs_mv
mkl_sparse_z_syrk
mkl_sparse_z_syrkd
mkl_sparse_z_trsm
mkl_sparse_z_trsv
mkl_sparse_z_update_values
mkl_spffrt2
mkl_spffrtx
mkl_sskymm
mkl_sskymv
mkl_sskysm
mkl_sskysv
mkl_sspffrt2
mkl_sspffrtx
mkl_stppack
mkl_stpunpack
mkl_thread_free_buffers
MKL_Thread_Free_Buffers
mkl_verbose
mkl_verbose_output_file
mkl_zbsrgemv
mkl_zbsrmm
mkl_zbsrmv
mkl_zbsrsm
mkl_zbsrsv
mkl_zbsrsymv
mkl_zbsrtrsv
mkl_zcoogemv
mkl_zcoomm
mkl_zcoomv
mkl_zcoosm
mkl_zcoosv
mkl_zcoosymv
mkl_zcootrsv
mkl_zcscmm
mkl_zcscmv
mkl_zcscsm
mkl_zcscsv
mkl_zcsradd
mkl_zcsrbsr
mkl_zcsrcoo
mkl_zcsrcsc
mkl_zcsrdia
mkl_zcsrgemv
mkl_zcsrmm
mkl_zcsrmultcsr
mkl_zcsrmultd
mkl_zcsrmv
mkl_zcsrsky
mkl_zcsrsm
mkl_zcsrsv
mkl_zcsrsymv
mkl_zcsrtrmv
mkl_zdiagemv
mkl_zdiamm
mkl_zdiamv
mkl_zdiasm
mkl_zdiasv
mkl_zdiasymv
mkl_zdiatrsv
mkl_zgetrfnp
mkl_zgetrfnpi
mkl_zimatcopy
mkl_zomatadd
mkl_zomatcopy
mkl_zomatcopy2
mkl_zskymm
mkl_zskymv
mkl_zskysm
mkl_zskysv
mkl_zspffrt2
mkl_zspffrtx
mkl_ztppack
mkl_ztpunpack
MPI
Multinomial
Multiplicative Congruential Generator
naming conventions
Notational Conventions
BLAS
LAPACK
Nonlinear Optimization Solvers
PBLAS
Sparse BLAS Level 1
Sparse BLAS Level 2
Sparse BLAS Level 3
VM
negative eigenvalues
NegBinomial
NewStream
NewStreamEx
NewTaskX1D
Nonsymmetric Eigenproblems
nrm2
numroc
off-diagonal elements
p?laset
?laset
initialization
LAPACK
ScaLAPACK
opgtr
opmtr
orgbr
orghr
orglq
orgql
orgqr
orgrq
orgtr
ormbr
ormhr
ormlq
ormql
ormqr
ormrq
ormrz
ormtr
orthogonal matrix
Singular Value Decomposition: LAPACK Computational Routines
Nonsymmetric Eigenvalue Problems: LAPACK Computational Routines
Generalized Nonsymmetric Eigenvalue Problems: LAPACK Computational Routines
Nonsymmetric Eigenvalue Problems: ScaLAPACK Computational Routines
Symmetric Eigenvalue Problems: LAPACK Computational Routines
Singular Value Decomposition: ScaLAPACK Driver Routines
CS decomposition
?orbdb5/?unbdb5
?orbdb2/?unbdb2
?bbcsd
?orcsd/?uncsd
?orbdb6/?unbdb6
?orcsd2by1/?uncsd2by1
?orbdb3/?unbdb3
?orbdb4/?unbdb4
?orbdb/?unbdb
?orbdb1/?unbdb1
LAPACK
?orbdb5/?unbdb5
?orbdb2/?unbdb2
?bbcsd
?orcsd/?uncsd
?orbdb6/?unbdb6
?orcsd2by1/?uncsd2by1
?orbdb3/?unbdb3
?orbdb4/?unbdb4
?orbdb/?unbdb
?orbdb1/?unbdb1
from LQ factorization
?orgl2/?ungl2
p?orgl2/p?ungl2
LAPACK
ScaLAPACK
from QL factorization
?orm2l/?unm2l
?org2l/?ung2l
p?org2l/p?ung2l
p?orm2l/p?unm2l
LAPACK
?orm2l/?unm2l
?org2l/?ung2l
ScaLAPACK
p?org2l/p?ung2l
p?orm2l/p?unm2l
from QR factorization
?org2r/?ung2r
p?org2r/p?ung2r
LAPACK
ScaLAPACK
from RQ factorization
?orgr2/?ungr2
p?orgr2/p?ungr2
LAPACK
ScaLAPACK
multiplication
p?agemv
p?ahemv
p?amax
p?asum
p?asymv
p?atrmv
p?axpy
p?copy
p?dbsv
p?dbtrf
p?dbtrs
p?dbtrsv
p?dot
p?dotc
p?dotu
p?dtsv
p?dttrf
p?dttrs
p?dttrsv
p?gbsv
p?gbtrf
p?gbtrs
p?geadd
p?gebd2
p?gebrd
p?gecon
p?geequ
p?geevd
p?gehd2
p?gehrd
p?gelq2
p?gelqf
p?gels
p?gemm
p?gemr2d
p?gemv
p?geql2
p?geqlf
p?geqpf
p?geqr2
p?geqrf
p?ger
p?gerc
p?gerfs
p?gerq2
p?gerqf
p?geru
p?gesv
p?gesvd
p?gesvx
p?getf2
p?getrf
p?getri
p?getrs
p?ggqrf
p?ggrqf
p?heev
p?heevd
p?heevx
p?hegst
p?hegvx
p?hemm
p?hemv
p?her
p?her2
p?her2k
p?herk
p?hetrd
p?labad
p?labrd
p?lachkieee
p?lacon
p?laconsb
p?lacp2
p?lacp3
p?lacpy
p?laevswp
p?lahqr
p?lahrd
p?laiect
p?lamch
p?lange
p?lanhs
p?lantr
p?lapiv
p?laqge
p?laqsy
p?lared1d
p?lared2d
p?larf
p?larfb
p?larfc
p?larfg
p?larft
p?larz
p?larzb
p?larzt
p?lascl
p?laset
p?lasmsub
p?lasnbt
p?lassq
p?laswp
p?latra
p?latrd
p?latrz
p?lauu2
p?lauum
p?lawil
p?max1
p?nrm2
p?org2l/p?ung2l
p?org2r/p?ung2r
p?orgl2/p?ungl2
p?orglq
p?orgql
p?orgqr
p?orgr2/p?ungr2
p?orgrq
p?orm2l/p?unm2l
p?orm2r/p?unm2r
p?ormbr
p?ormhr
p?orml2/p?unml2
p?ormlq
p?ormql
p?ormqr
p?ormr2/p?unmr2
p?ormrq
p?ormrz
p?ormtr
p?pbsv
p?pbtrf
p?pbtrs
p?pbtrsv
p?pocon
p?poequ
p?porfs
p?posv
p?posvx
p?potf2
p?potrf
p?potri
p?potrs
p?ptsv
p?pttrf
p?pttrs
p?pttrsv
p?rscl
p?scal
p?stebz
p?stein
p?sum1
p?swap
p?syev
p?syevd
p?syevx
p?sygs2/p?hegs2
p?sygst
p?sygvx
p?symm
p?symv
p?syr
p?syr2
p?syr2k
p?syrk
p?sytd2/p?hetd2
p?sytrd
p?tradd
p?tran
p?tranc
p?tranu
p?trcon
p?trmm
p?trmr2d
p?trmv
p?trrfs
p?trsm
p?trsv
p?trti2
p?trtri
p?trtrs
p?tzrzf
p?unglq
p?ungql
p?ungqr
p?ungrq
p?unmbr
p?unmhr
p?unmlq
p?unmql
p?unmqr
p?unmrq
p?unmrz
p?unmtr
Packed formats
packed storage scheme
parallel direct solver (PARDISO)
Parallel Direct Sparse Solver for Clusters
parallel direct sparse solver interface
mkl_pardiso_pivot
pardiso_64
pardiso_getdiag
pardiso_handle_delete
pardiso_handle_delete_64
pardiso_handle_restore
pardiso_handle_restore_64
pardiso_handle_store
pardiso_handle_store_64
pardisoinit
mkl_pardiso_pivot
pardiso_64
pardiso_getdiag
pardiso_handle_delete
pardiso_handle_delete_64
pardiso_handle_restore
pardiso_handle_restore_64
pardiso_handle_store
pardiso_handle_store_64
pardisoinit
parallel direct sparse solver interface
pardiso
pardiso
parallel direct sparse solver interface for clusters
cluster_sparse_solver
cluster_sparse_solver_64
cluster_sparse_solver
cluster_sparse_solver_64
parameters
?rotg
for a Givens rotation
parameters
?rotmg
modified Givens transformation
pardiso
pardiso_64
pardiso
pardiso iparm parameter
PARDISO parameters
pardiso_64
PARDISO_DATA_TYPE
pardiso_export
pardiso_getdiag
pardiso_handle_delete
pardiso_handle_delete_64
pardiso_handle_restore
pardiso_handle_restore_64
pardiso_handle_store
pardiso_handle_store_64
PARDISO* solver
pardisoinit
Partial Differential Equations support
Partial Differential Equations support
Poisson Solver Implementation
Helmholtz problem on a sphere
Poisson problem on a sphere
three-dimensional Helmholtz problem
three-dimensional Laplace problem
three-dimensional Poisson problem
two-dimensional Helmholtz problem
two-dimensional Laplace problem
two-dimensional Poisson problem
pbcon
pbequ
PBLAS Level 1 functions
p?amax
p?asum
p?dot
p?dotc
p?dotu
p?nrm2
p?amax
p?asum
p?dot
p?dotc
p?dotu
p?nrm2
PBLAS Level 1 routines
PBLAS Level 1 Routines
p?axpy
p?copy
p?scal
p?swap
p?amax
p?asum
p?axpy
p?axpy
PBLAS Level 1 Routines
p?copy
p?copy
PBLAS Level 1 Routines
p?dot
p?dotc
p?dotu
p?nrm2
p?scal
PBLAS Level 1 Routines
p?scal
p?swap
p?swap
PBLAS Level 1 Routines
PBLAS Level 2 routines
PBLAS Level 2 Routines
p?agemv
p?ahemv
p?asymv
p?atrmv
p?gemv
p?ger
p?gerc
p?geru
p?hemv
p?her
p?her2
p?symv
p?syr
p?syr2
p?trmv
p?trsv
?agemv
?asymv
?gemv
?ger
?gerc
?geru
?hemv
?her
?her2
?symv
?syr
?syr2
?trmv
?trsv
p?agemv
p?ahemv
p?asymv
p?atrmv
p?gemv
p?ger
p?gerc
p?geru
p?hemv
p?her
p?her2
p?symv
p?syr
p?syr2
p?trmv
p?trsv
PBLAS Level 3 routines
p?geadd
PBLAS Level 3 Routines
p?gemm
p?hemm
p?her2k
p?herk
p?symm
p?syr2k
p?syrk
p?tradd
p?tran
p?tranc
p?tranu
p?trmm
p?trsm
p?geadd
p?gemm
PBLAS Level 3 Routines
p?gemm
p?hemm
p?hemm
PBLAS Level 3 Routines
p?her2k
PBLAS Level 3 Routines
p?her2k
p?herk
PBLAS Level 3 Routines
p?herk
p?symm
p?symm
PBLAS Level 3 Routines
p?syr2k
PBLAS Level 3 Routines
p?syr2k
p?syrk
PBLAS Level 3 Routines
p?syrk
p?tradd
p?tran
p?tranc
p?tranu
p?trmm
PBLAS Level 3 Routines
p?trmm
p?trsm
p?trsm
PBLAS Level 3 Routines
PBLAS routines
routine groups
pbrfs
pbstf
pbsv
pbsvx
pbtrf
pbtrs
pcagemv
pcahemv
pcamax
pcatrmv
pcaxpy
pccopy
pcdbsv
pcdbtrf
pcdbtrs
pcdbtrsv
pcdotc
pcdotu
pcdtsv
pcdttrf
pcdttrs
pcdttrsv
pcgbsv
pcgbtrf
pcgbtrs
pcgeadd
pcgebd2
pcgebrd
pcgecon
pcgeequ
pcgeevx
pcgehd2
pcgehrd
pcgelq2
pcgelqf
pcgels
pcgemm
pcgemr2d
pcgemv
pcgeql2
pcgeqlf
pcgeqpf
pcgeqr2
pcgeqrf
pcgerc
pcgerfs
pcgerq2
pcgerqf
pcgeru
pcgesv
pcgesvd
pcgesvx
pcgetf2
pcgetrf
pcgetri
pcgetrs
pcggqrf
pcggrqf
pcheev
pcheevd
pcheevr
pcheevx
pchegs2
pchegst
pchegvx
pchemm
pchemv
pchengst
pchentrd
pcher
pcher2
pcher2k
pcherk
pchetd2
pchetrd
pclabrd
pclacgv
pclacon
pclaconsb
pclacp2
pclacp3
pclacpy
pclaevswp
pclahrd
pclange
pclanhe
pclanhs
pclansy
pclantr
pclapiv
pclapv2
pclaqge
pclaqsy
pclarf
pclarfb
pclarfc
pclarfg
pclarft
pclarz
pclarzb
pclarzc
pclarzt
pclascl
pclase2
pclaset
pclasmsub
pclassq
pclaswp
pclatra
pclatrd
pclatrs
pclatrz
pclauu2
pclauum
pclawil
pcmax1
pcnrm2
pcpbsv
pcpbtrf
pcpbtrs
pcpbtrsv
pcpocon
pcpoequ
pcporfs
pcposv
pcposvx
pcpotf2
pcpotrf
pcpotri
pcpotrs
pcptsv
pcpttrf
pcpttrs
pcpttrsv
pcscal
pcsrscl
pcsscal
pcstein
pcsum1
pcswap
pcsymm
pcsyr2k
pcsyrk
pctradd
pctranu
pctrcon
pctrevc
pctrmm
pctrmr2d
pctrmv
pctrrfs
pctrsm
pctrsv
pctrti2
pctrtri
pctrtrs
pctzrzf
pcung2l
pcung2r
pcungl2
pcunglq
pcungql
pcungqr
pcungr2
pcungrq
pcunm2l
pcunm2r
pcunmbr
pcunmhr
pcunml2
pcunmlq
pcunmql
pcunmqr
p?unmrq
p?unmqr
pcunmr2
pcunmr3
pcunmrz
pcunmtr
pdagemv
pdamax
pdasum
pdasymv
pdatrmv
pdaxpy
pdcopy
pddbsv
pddbtrf
pddbtrs
pddbtrsv
pddot
pddtsv
pddttrf
pddttrs
pddttrsv
PDE support
pdgbsv
pdgbtrf
pdgbtrs
pdgeadd
pdgebal
pdgebd2
pdgebrd
pdgecon
pdgeequ
pdgeevx
pdgehd2
pdgehrd
pdgelq2
pdgelqf
pdgels
pdgemm
pdgemr2d
pdgemv
pdgeql2
pdgeqlf
pdgeqpf
pdgeqr2
pdgeqrf
pdger
pdgerfs
pdgerq2
pdgerqf
pdgesv
pdgesvd
pdgesvx
pdgetf2
pdgetrf
pdgetri
pdgetrs
pdggqrf
pdggrqf
pdhseqr
pdlabad
pdlabrd
pdlachkieee
pdlacon
pdlaconsb
pdlacp2
pdlacp3
pdlacpy
pdlaevswp
pdlahqr
pdlahrd
pdlaiectb
pdlaiectl
pdlamch
pdlamve
pdlange
pdlanhs
pdlansy
pdlantr
pdlapiv
pdlapv2
pdlaqge
pdlaqr0
pdlaqr1
pdlaqr2
pdlaqr3
pdlaqr4
pdlaqr5
pdlaqsy
pdlared1d
pdlared2d
pdlarf
pdlarfb
pdlarfg
pdlarft
pdlarz
pdlarzb
pdlarzt
pdlascl
pdlase2
pdlaset
pdlasmsub
pdlasnbt
pdlasrt
pdlassq
pdlaswp
pdlatra
pdlatrd
pdlatrs
pdlatrz
pdlauu2
pdlauum
pdlawil
pdnrm2
pdorg2l
pdorg2r
pdorgl2
pdorglq
pdorgql
pdorgqr
pdorgr2
pdorgrq
pdorm2l
pdorm2r
pdormbr
pdormhr
pdorml2
pdormlq
pdormql
pdormqr
pdormr2
pdormr3
pdormrq
pdormrz
pdormtr
pdpbsv
pdpbtrf
pdpbtrs
pdpbtrsv
pdpocon
pdpoequ
pdporfs
pdposv
pdposvx
pdpotf2
pdpotrf
pdpotri
pdpotrs
pdptsv
pdpttrf
pdpttrs
pdpttrsv
pdrot
pdrscl
pdscal
pdstebz
pdstedc
pdstein
pdswap
pdsyev
pdsyevd
pdsyevr
pdsyevx
pdsygs2
pdsygst
pdsygvx
pdsymm
pdsymv
pdsyngst
pdsyntrd
pdsyr
pdsyr2
pdsyr2k
pdsyrk
pdsytd2
pdsytrd
pdtradd
pdtran
pdtranc
pdtrcon
pdtrmm
pdtrmv
pdtrord
pdtrrfs
pdtrsen
pdtrsm
pdtrsv
pdtrti2
pdtrtri
pdtrtrs
pdtzrzf
pdzasum
pdznrm2
permutation matrix
picopy
pigemr2d
pilaenv
pilaenvx
pilaver
pitrmr2d
pivoting matrix rows or columns
pjlaenv
planar rotation
pmpcol
pmpim2
pocon
poequ
points rotation
?rot
in the plane
points rotation
?rotm
in the modified plane
Poisson
Poisson problem
Poisson Solver Implementation
on a sphere
three-dimensional
two-dimensional
Poisson Solver
Fast Poisson Solver Routines
routines
Sequence of Invoking Poisson Solver Routines
?_commit_Helmholtz_2D
?_commit_Helmholtz_3D
?_commit_sph_np
?_commit_sph_p
?_Helmholtz_2D
?_Helmholtz_3D
?_init_Helmholtz_2D
?_init_Helmholtz_3D
?_init_sph_np
?_init_sph_p
?_sph_np
?_sph_p
free_Helmholtz_2D
free_Helmholtz_3D
free_sph_np
free_sph_p
Poisson Solver
Poisson Solver Implementation
structure
Poisson Solver Interface
PoissonV
porfs
posv
posvx
potrf
potri
potrs
ppcon
ppequ
pprfs
ppsv
ppsvx
pptrf
pptri
pptrs
preconditioned Jacobi SVD
preconditioners based on incomplete LU factorization
Preconditioners based on Incomplete LU Factorization Technique
dcsrilu0
dcsrilut
Preconditioners Interface Description
process grid
Overview of ScaLAPACK Routines
ScaLAPACK Array Descriptors
PBLAS Routines Overview
product
p?agemv
p?gemv
p?scal
p?ahemv
p?hemv
p?asymv
p?symv
p?trmv
p?atrmv
?gemv
?gem2vc
?la_geamv
?gem2vu
?la_heamv
?hemv
?symv
?la_syamv
?trmv
p?gemm
?gemm_batch
?gemm3m_batch
?gemm3m
?gemm
?gemm_batch_strided
p?hemm
?hemm
p?symm
?symm
p?trmm
?trmm
?scal
distributed matrix-vector
p?agemv
p?gemv
general matrix
p?agemv
p?gemv
distributed vector-scalar
matrix-vector
p?ahemv
p?hemv
p?asymv
p?symv
p?trmv
p?atrmv
?gemv
?gem2vc
?la_geamv
?gem2vu
?la_heamv
?hemv
?symv
?la_syamv
?trmv
distributed Hermitian matrix
p?ahemv
p?hemv
distributed symmetric matrix
p?asymv
p?symv
distributed triangular matrix
p?trmv
p?atrmv
general matrix
?gemv
?gem2vc
?la_geamv
?gem2vu
Hermitian indefinite matrix
Hermitian matrix
real symmetric matrix
symmetric indefinite matrix
triangular matrix
scalar-matrix
p?gemm
?gemm_batch
?gemm3m_batch
?gemm3m
?gemm
?gemm_batch_strided
p?hemm
?hemm
general distributed matrix
general matrix
?gemm_batch
?gemm3m_batch
?gemm3m
?gemm
?gemm_batch_strided
Hermitian distributed matrix
Hermitian matrix
scalar-matrix-matrix
p?gemm
?gemm_batch
?gemm3m_batch
?gemm3m
?gemm
?gemm_batch_strided
p?hemm
?hemm
p?symm
?symm
p?trmm
?trmm
general distributed matrix
general matrix
?gemm_batch
?gemm3m_batch
?gemm3m
?gemm
?gemm_batch_strided
Hermitian distributed matrix
Hermitian matrix
symmetric distributed matrix
symmetric matrix
triangular distributed matrix
triangular matrix
vector-scalar
product:matrix-vector
?gbmv
?hbmv
?hpmv
?spmv
?sbmv
?tbmv
?tpmv
general matrix
?gbmv
band storage
Hermitian matrix
?hbmv
?hpmv
band storage
packed storage
real symmetric matrix
?spmv
packed storage
symmetric matrix
?sbmv
band storage
triangular matrix
?tbmv
?tpmv
band storage
packed storage
psagemv
psamax
psasum
psasymv
psatrmv
psaxpy
pscasum
pscnrm2
pscopy
psdbsv
psdbtrf
psdbtrs
psdbtrsv
psdot
psdtsv
psdttrf
psdttrs
psdttrsv
pseudorandom numbers
psgbsv
psgbtrf
psgbtrs
psgeadd
psgebal
psgebd2
psgebrd
psgecon
psgeequ
psgeevx
psgehd2
psgehrd
psgelq2
psgelqf
psgels
psgemm
psgemr2d
psgemv
psgeql2
psgeqlf
psgeqpf
psgeqr2
psgeqrf
psger
psgerfs
psgerq2
psgerqf
psgesv
psgesvd
psgesvx
psgetf2
psgetrf
psgetri
psgetrs
psggqrf
psggrqf
pshseqr
pslabad
pslabrd
pslachkieee
pslacon
pslaconsb
pslacp2
pslacp3
pslacpy
pslaevswp
pslahqr
pslahrd
pslaiect
pslamch
pslamve
pslange
pslanhs
pslansy
pslantr
pslapiv
pslapv2
pslaqge
pslaqr0
pslaqr1
pslaqr2
pslaqr3
pslaqr4
pslaqr5
pslaqsy
pslared1d
pslared2d
pslarf
pslarfb
pslarfg
pslarft
pslarz
pslarzb
pslarzt
pslascl
pslase2
pslaset
pslasmsub
pslasnbt
pslasrt
pslassq
pslaswp
pslatra
pslatrd
pslatrs
pslatrz
pslauu2
pslauum
pslawil
psnrm2
psorg2l
psorg2r
psorgl2
psorglq
psorgql
psorgqr
psorgr2
psorgrq
psorm2l
psorm2r
psormbr
psormhr
psorml
psorml2
psormlq
psormqr
psormr2
psormr3
psormrq
psormrz
psormtr
pspbsv
pspbtrf
pspbtrs
pspbtrsv
pspocon
pspoequ
psporfs
psposv
psposvx
pspotf2
pspotrf
pspotri
pspotrs
psptsv
pspttrf
pspttrs
pspttrsv
psrot
psrscl
psscal
psstebz
psstedc
psstein
psswap
pssyev
pssyevd
pssyevr
pssyevx
pssygs2
pssygst
pssygvx
pssymm
pssymv
pssyngst
pssyntrd
pssyr
pssyr2
pssyr2k
pssyrk
pssytd2
pssytrd
pstradd
pstran
pstranc
pstrcon
pstrf
pstrmm
pstrmr2d
pstrmv
pstrord
pstrrfs
pstrsen
pstrsm
pstrsv
pstrti2
pstrtri
pstrtrs
pstzrzf
ptcon
pteqr
ptrfs
ptsv
ptsvx
pttrf
pttrs
pxerbla
pzagemv
pzahemv
pzamax
pzatrmv
pzaxpy
pzcopy
pzdbsv
pzdbtrf
pzdbtrs
pzdbtrsv
pzdotc
pzdotu
pzdrscl
pzdscal
pzdtsv
pzdttrf
pzdttrs
pzdttrsv
pzgbsv
pzgbtrf
pzgbtrs
pzgeadd
pzgebd2
pzgebrd
pzgecon
pzgeequ
pzgeevx
pzgehd2
pzgehrd
pzgelq2
pzgelqf
pzgels
pzgemm
pzgemr2d
pzgemv
pzgeql2
pzgeqlf
pzgeqpf
pzgeqr2
pzgeqrf
pzgerc
pzgerfs
pzgerq2
pzgerqf
pzgeru
pzgesv
pzgesvd
pzgesvx
pzgetf2
pzgetrf
pzgetri
pzgetrs
pzggqrf
pzggrqf
pzheev
pzheevd
pzheevr
pzheevx
pzhegs2
pzhegst
pzhegvx
pzhemm
pzhemv
pzhengst
pzhentrd
pzher
pzher2
pzher2k
pzherk
pzhetd2
pzhetrd
pzlabrd
pzlacgv
pzlacon
pzlaconsb
pzlacp2
pzlacp3
pzlacpy
pzlaevswp
pzlahrd
pzlange
pzlanhe
pzlanhs
pzlansy
pzlantr
pzlapiv
pzlapv2
pzlaqge
pzlaqsy
pzlarf
pzlarfb
pzlarfc
pzlarfg
pzlarft
pzlarz
pzlarzb
pzlarzc
pzlarzt
pzlascl
pzlase2
pzlaset
pzlasmsub
pzlassq
pzlaswp
pzlatra
pzlatrd
pzlatrs
pzlatrz
pzlauu2
pzlauum
pzlawil
pzmax1
pznrm2
pzpbsv
pzpbtrf
pzpbtrs
pzpbtrsv
pzpocon
pzpoequ
pzporfs
pzposv
pzposvx
pzpotf2
pzpotrf
pzpotri
pzpotrs
pzptsv
pzpttrf
pzpttrs
pzpttrsv
pzscal
pzstein
pzsum1
pzswap
pzsymm
pzsyr2k
pzsyrk
pztradd
pztranu
pztrcon
pztrevc
pztrmm
pztrmv
pztrrfs
pztrsm
pztrsv
pztrti2
pztrtri
pztrtrs
pztzrzf
pzung2l
pzung2r
pzungl2
pzunglq
pzungql
pzungqr
pzungr2
pzungrq
pzunm2l
pzunm2r
pzunmbr
pzunmhr
pzunml2
pzunmlq
pzunmql
pzunmqr
p?unmrq
p?unmqr
pzunmr2
pzunmr3
pzunmrz
pzunmtr
QL factorization
?ungql
p?orgql
?orgql
p?ungql
?geql2
p?geql2
p?ormql
p?unmql
computing the elements of
?ungql
p?orgql
?orgql
p?ungql
complex matrix Q
orthogonal matrix Q
real matrix Q
unitary matrix Q
general rectangular matrix
?geql2
p?geql2
LAPACK
ScaLAPACK
multiplying general matrix by
p?ormql
p?unmql
orthogonal matrix Q
unitary matrix Q
QR factorization
Orthogonal Factorizations: LAPACK Computational Routines
applying matrix obtained from block reflector to general matrix
?tpmqrt
orthogonal/unitary matrix Q
computing the elements of
?orgqr
p?orgqr
?ungqr
p?ungqr
orthogonal matrix Q
?orgqr
p?orgqr
unitary matrix Q
?ungqr
p?ungqr
general rectangular matrix
?geqr2p
?geqr2
?gerq2
p?geqr2
p?gerq2
LAPACK
?geqr2p
?geqr2
?gerq2
ScaLAPACK
p?geqr2
p?gerq2
multiplying general matrix by
?gemqrt
orthogonal/unitary matrix Q
with pivoting
?laqps
?laqp2
?geqp3
?geqpf
ScaLAPACK
quasi-random numbers
quasi-triangular matrix
Nonsymmetric Eigenvalue Problems: LAPACK Computational Routines
Generalized Nonsymmetric Eigenvalue Problems: LAPACK Computational Routines
LAPACK
Nonsymmetric Eigenvalue Problems: LAPACK Computational Routines
Generalized Nonsymmetric Eigenvalue Problems: LAPACK Computational Routines
quasi-triangular matrix
Nonsymmetric Eigenvalue Problems: ScaLAPACK Computational Routines
ScaLAPACK
quasi-triangular system of equations
random number generators
random stream
random stream descriptor
Random Streams
rank-1 update
p?gerc
?gerc
p?ger
p?her
p?syr
?ger
?her
?syr
p?geru
?geru
conjugated, distributed general matrix
conjugated, general matrix
distributed general matrix
distributed Hermitian matrix
distributed symmetric matrix
general matrix
Hermitian matrix
?her
packed storage
real symmetric matrix
?syr
packed storage
unconjugated, distributed general matrix
unconjugated, general matrix
rank-2 update
p?her2
p?syr2
?her2
?syr2
distributed Hermitian matrix
distributed symmetric matrix
Hermitian matrix
?her2
packed storage
symmetric matrix
?syr2
packed storage
rank-2k update
p?her2k
?her2k
p?syr2k
?syr2k
Hermitian distributed matrix
Hermitian matrix
symmetric distributed matrix
symmetric matrix
rank-k update
p?herk
?herk
p?syrk
distributed Hermitian matrix
Hermitian matrix
symmetric distributed matrix
rank-n update
?syrk
symmetric matrix
Rayleigh
rbdsqr
RCI CG Interface
RCI CG sparse solver routines
dcg
dcgmrhs
dcg_get
dcgmrhs_get
dcg
dcg
dcgmrhs
dcg_get
dcgmrhs_get
RCI CG sparse solver routines:dcg_check
RCI CG sparse solver routines:dcg_init
RCI CG sparse solver routines:dcgmrhs_check
RCI CG sparse solver routines:dcgmrhs_init
RCI FGMRES Interface
RCI FGMRES sparse solver routines
dfgmres_get
dfgmres_get
RCI FGMRES sparse solver routines:dfgmres_check
RCI FGMRES sparse solver routines:dfgmres_init
RCI GFMRES sparse solver routines
dfgmres
dfgres
RCI ISS
RCI ISS interface
RCI ISS sparse solver routines
RCI ISS Implementation Details
implementation details
real matrix
?laqps
QR factorization
?laqps
with pivoting
real symmetric matrix
?lansy
1-norm value
Frobenius norm
infinity- norm
largest absolute value of element
real symmetric tridiagonal matrix
?lanst/?lanht
1-norm value
Frobenius norm
infinity- norm
largest absolute value of element
reducing generalized eigenvalue problems
?sygst
p?sygst
LAPACK
ScaLAPACK
reduction to upper Hessenberg form
p?gehd2
?gehd2
general matrix
general square matrix
refining solutions of linear equations
?gbrfs
?la_porfsx_extended
?gbrfsx
?la_gbrfsx_extended
?la_gerfsx_extended
?gerfsx
p?gerfs
?gerfs
?herfsx
?la_herfsx_extended
?herfs
?ptrfs
?porfs
?porfsx
?la_syrfsx_extended
?syrfsx
?syrfs
p?porfs
?gtrfs
band matrix
banded matrix
?la_porfsx_extended
?gbrfsx
?la_gbrfsx_extended
general matrix
?la_gerfsx_extended
?gerfsx
p?gerfs
?gerfs
Hermitian indefinite matrix
?herfsx
?la_herfsx_extended
Hermitian matrix
?herfs
packed storage
Hermitian positive-definite matrix
?ptrfs
?porfs
?porfsx
band storage
packed storage
symmetric indefinite matrix
?la_syrfsx_extended
?syrfsx
symmetric matrix
?syrfs
packed storage
symmetric positive-definite matrix
?ptrfs
?porfs
?porfsx
band storage
packed storage
symmetric/Hermitian positive-definite distributed matrix
tridiagonal matrix
Relatively robust representation (RRR)
reordering of matrices
Reverse Communication Interface
rfftw2d_create_plan
rfftw3d_create_plan
rfftwnd_complex_to_real
rfftwnd_create_plan
rfftwnd_destroy_plan
rfftwnd_one_complex_to_real
rfftwnd_one_real_to_complex
rfftwnd_real_to_complex
rotation
?rot
?roti
?rotg
of points in the plane
of sparse vectors
parameters for a Givens rotation
rotation
?rotm
?rotmg
of points in the modified plane
parameters of modified Givens transformation
rotation, planar
rotg
roti
rotm
rotmg
routine name conventions
Naming Conventions for BLAS Routines
Nonlinear Solver Routine Naming Conventions
PBLAS Routine Naming Conventions
Naming Conventions for Sparse BLAS Routines
Naming Conventions in Sparse BLAS Level 2 and Level 3
BLAS
Nonlinear Optimization Solvers
PBLAS
Sparse BLAS Level 1
Sparse BLAS Level 2
Sparse BLAS Level 3
rpteqr
RQ factorization
?ungrq
p?orgrq
?orgrq
p?ungrq
computing the elements of
?ungrq
p?orgrq
?orgrq
p?ungrq
complex matrix Q
orthogonal matrix Q
real matrix Q
unitary matrix Q
rstedc
rstegr
rstemr
rsteqr
s_backward_trig_transform
s_commit_Helmholtz_2D
s_commit_Helmholtz_3D
s_commit_sph_np
s_commit_sph_p
s_commit_trig_transform
s_forward_trig_transform
s_Helmholtz_2D
s_Helmholtz_3D
s_init_Helmholtz_2D
s_init_Helmholtz_3D
s_init_sph_np
s_init_sph_p
s_init_trig_transform
s_sph_np
s_sph_p
sasum
SaveStreamF
SaveStreamM
saxpby
saxpy
saxpyi
sbbcsd
sbdsdc
sbdsqr
sbdsvdx
sbev
sbevd
sbevx
sbgst
sbgv
sbgvd
sbgvx
sbmv
sbtrd
scabs1
scal
ScaLAPACK
ScaLAPACK routines
p?lared1d
p?lared2d
?combamax1
?dbtf2
?dbtrf
?dttrf
?dttrsv
?lamsh
?lasorte
?lasrt2
?pttrsv
?stein2
?steqr2
b?laapp
b?laexc
b?trexc
?laqr6
?lar1va
?larrb2
?larrd2
?larre2
?larre2a
?larrf2
?larrv2
?stegr2
?stegr2a
?stegr2b
p?dbtrsv
p?dttrsv
p?gebd2
p?gehd2
p?gelq2
p?geql2
p?geqr2
p?gerq2
p?getf2
p?labrd
p?lacgv
p?lacon
p?laconsb
p?lacp2
p?lacp3
p?lacpy
p?laevswp
p?lahrd
p?laiect
p?lange
p?lanhs
p?lansy, p?lanhe
p?lantr
p?lapiv
p?laqge
p?laqsy
p?larf
p?larfb
p?larfc
p?larfg
p?larft
p?larz
p?larzb
p?larzc
p?larzt
p?lascl
p?laset
p?lasmsub
p?lassq
p?laswp
p?latra
p?latrd
p?latrs
p?latrz
p?lauu2
p?lauum
p?lawil
p?max1
p?org2l/p?ung2l
p?org2r/p?ung2r
p?orgl2/p?ungl2
p?orgr2/p?ungr2
p?orm2l/p?unm2l
p?orm2r/p?unm2r
p?orml2/p?unml2
p?ormr2/p?unmr2
p?pbtrsv
p?potf2
p?pttrsv
p?rscl
p?sum1
p?sygs2/p?hegs2
p?sytd2/p?hetd2
p?trti2
p?gebal
p?hseqr
p?lamve
p?laqr0
p?laqr1
p?laqr2
p?laqr3
p?laqr4
p?laqr5
p?rot
p?trord
p?trsen
pmpcol
pmpim2
p?pttrf
p?gecon
p?pocon
p?trcon
p?gemr2d
p?trmr2d
p?dbsv
p?dtsv
p?gbsv
p?gels
p?gesv
p?gesvd
p?gesvx
p?heev
p?heevd
p?heevx
p?hegvx
p?pbsv
p?posv
p?posvx
p?ptsv
p?syev
p?syevd
p?syevx
p?sygvx
p?heevr
p?syevr
p?trrfs
pxerbla
p?hegst
p?sygst
p?gelqf
p?orglq
p?ormlq
p?unglq
p?unmlq
p?dttrf
p?geequ
p?poequ
p?getri
p?potri
p?trtri
p?gehrd
p?lahqr
p?ormhr
p?unmhr
p?geqlf
p?ungql
p?orgql
p?ormql
p?unmql
p?geqpf
p?ggqrf
p?orgqr
p?ormqr
p?ungqr
p?unmqr
p?gerqf
p?ggrqf
p?orgrq
p?ormrq
p?ungrq
p?unmrq
p?ormrz
p?tzrzf
p?unmrz
p?gebrd
p?ormbr
p?unmbr
p?gerfs
p?porfs
p?dbtrs
p?dttrs
p?gbtrs
p?getrs
p?potrs
p?pttrs
p?trtrs
p?hetrd
p?ormtr
p?stebz
p?stein
p?sytrd
p?unmtr
p?gbtrf
p?getrf
p?pbtrf
p?potrf
descinit
numroc
p?labad
p?lachkieee
p?lamch
p?lasnbt
1D array redistribution
p?lared1d
p?lared2d
auxiliary routines
?combamax1
?dbtf2
?dbtrf
?dttrf
?dttrsv
?lamsh
?lasorte
?lasrt2
?pttrsv
?stein2
?steqr2
b?laapp
b?laexc
b?trexc
?laqr6
?lar1va
?larrb2
?larrd2
?larre2
?larre2a
?larrf2
?larrv2
?stegr2
?stegr2a
?stegr2b
p?dbtrsv
p?dttrsv
p?gebd2
p?gehd2
p?gelq2
p?geql2
p?geqr2
p?gerq2
p?getf2
p?labrd
p?lacgv
p?lacon
p?laconsb
p?lacp2
p?lacp3
p?lacpy
p?laevswp
p?lahrd
p?laiect
p?lange
p?lanhs
p?lansy, p?lanhe
p?lantr
p?lapiv
p?laqge
p?laqsy
p?lared1d
p?lared2d
p?larf
p?larfb
p?larfc
p?larfg
p?larft
p?larz
p?larzb
p?larzc
p?larzt
p?lascl
p?laset
p?lasmsub
p?lassq
p?laswp
p?latra
p?latrd
p?latrs
p?latrz
p?lauu2
p?lauum
p?lawil
p?max1
p?org2l/p?ung2l
p?org2r/p?ung2r
p?orgl2/p?ungl2
p?orgr2/p?ungr2
p?orm2l/p?unm2l
p?orm2r/p?unm2r
p?orml2/p?unml2
p?ormr2/p?unmr2
p?pbtrsv
p?potf2
p?pttrsv
p?rscl
p?sum1
p?sygs2/p?hegs2
p?sytd2/p?hetd2
p?trti2
p?gebal
p?hseqr
p?lamve
p?laqr0
p?laqr1
p?laqr2
p?laqr3
p?laqr4
p?laqr5
p?rot
p?trord
p?trsen
pmpcol
pmpim2
?combamax1
?dbtf2
?dbtrf
?dttrf
?dttrsv
?lamsh
?lasorte
?lasrt2
?pttrsv
?stein2
?steqr2
bdlaapp
bdlaexc
bdtrexc
bslaapp
bslaexc
bstrexc
dlaqr6
dlar1va
dlarrb2
dlarrd2
dlarre2
dlarre2a
dlarrf2
dlarrv2
dstegr2
dstegr2a
dstegr2b
p?dbtrsv
p?dttrsv
p?gebd2
p?gehd2
p?gelq2
p?geql2
p?geqr2
p?gerq2
p?getf2
p?labrd
p?lacgv
p?lacon
p?laconsb
p?lacp2
p?lacp3
p?lacpy
p?laevswp
p?lahrd
p?laiect
p?lange
p?lanhs
p?lansy, p?lanhe
p?lantr
p?lapiv
p?laqge
p?laqsy
p?lared1d
p?lared2d
p?larf
p?larfb
p?larfc
p?larfg
p?larft
p?larz
p?larzb
p?larzc
p?larzt
p?lascl
p?laset
p?lasmsub
p?lassq
p?laswp
p?latra
p?latrd
p?latrs
p?latrz
p?lauu2
p?lauum
p?lawil
p?max1
p?org2l/p?ung2l
p?org2r/p?ung2r
p?orgl2/p?ungl2
p?orgr2/p?ungr2
p?orm2l/p?unm2l
p?orm2r/p?unm2r
p?orml2/p?unml2
p?ormr2/p?unmr2
p?pbtrsv
p?potf2
p?pttrsv
p?rscl
p?sum1
p?sygs2/p?hegs2
p?sytd2/p?hetd2
p?trti2
pdgebal
pdhseqr
pdlaiectb
pdlaiectl
pdlamve
pdlaqr0
pdlaqr1
pdlaqr2
pdlaqr3
pdlaqr4
pdlaqr5
pdrot
pdtrord
pdtrsen
pmpcol
pmpim2
psgebal
pshseqr
pslaiect
pslamve
pslaqr0
pslaqr1
pslaqr2
pslaqr3
pslaqr4
pslaqr5
psrot
pstrord
pstrsen
slaqr6
slar1va
slarrb2
slarrd2
slarre2
slarre2a
slarrf2
slarrv2
sstegr2
sstegr2a
sstegr2b
block reflector
p?larft
p?larzt
triangular factor
p?larft
p?larzt
Cholesky factorization
complex matrix
p?larzc
complex elementary reflector
complex vector
p?sum1
1-norm using true absolute value
complex vector conjugation
condition number estimation
p?gecon
p?pocon
p?trcon
p?gecon
p?pocon
p?trcon
copying matrices
p?gemr2d
p?trmr2d
p?gemr2d
p?trmr2d
driver routines
p?dbsv
p?dtsv
p?gbsv
p?gels
p?gesv
p?gesvd
p?gesvx
p?heev
p?heevd
p?heevx
p?hegvx
p?pbsv
p?posv
p?posvx
p?ptsv
p?syev
p?syevd
p?syevx
p?sygvx
p?heevr
p?syevr
p?dbsv
p?dtsv
p?gbsv
p?gels
p?gesv
p?gesvd
p?gesvx
p?heev
p?heevd
p?heevx
p?hegvx
p?pbsv
p?posv
p?posvx
p?ptsv
p?syev
p?syevd
p?syevx
p?sygvx
pcheevr
pdsyevr
pssyevr
pzheevr
error estimation
p?trrfs
p?trrfs
error handling
pxerbla
pxerbla
general matrix
p?larzb
p?larz
p?getf2
p?gehd2
block reflector
elementary reflector
LU factorization
reduction to upper Hessenberg form
general rectangular matrix
p?lascl
elementary reflector
LQ factorization
QL factorization
QR factorization
reduction to bidiagonal form
reduction to real bidiagonal form
row interchanges
RQ factorization
generalized eigenvalue problems
p?hegst
p?sygst
p?hegst
p?sygst
Householder matrix
p?larfg
elementary reflector
LQ factorization
p?gelq2
p?gelqf
p?orglq
p?ormlq
p?unglq
p?unmlq
p?gelq2
p?gelqf
p?orglq
p?ormlq
p?unglq
p?unmlq
LU factorization
p?dbtrsv
p?dttrf
p?dttrsv
p?getf2
p?dbtrsv
p?dttrf
p?dttrsv
p?getf2
matrix equilibration
p?geequ
p?poequ
p?geequ
p?poequ
matrix inversion
p?getri
p?potri
p?trtri
p?getri
p?potri
p?trtri
nonsymmetric eigenvalue problems
p?gehrd
p?lahqr
p?ormhr
p?unmhr
p?gehrd
p?lahqr
p?ormhr
p?unmhr
QL factorization
p?geqlf
p?ungql
p?geql2
p?orgql
p?ormql
p?unmql
?geqlf
?ungql
p?geql2
p?orgql
p?ormql
p?unmql
QR factorization
p?geqpf
p?geqr2
p?ggqrf
p?orgqr
p?ormqr
p?ungqr
p?unmqr
p?geqpf
p?geqr2
p?ggqrf
p?orgqr
p?ormqr
p?ungqr
p?unmqr
RQ factorization
p?gerq2
p?gerqf
p?ggrqf
p?orgrq
p?ormrq
p?ungrq
p?unmrq
p?gerq2
p?gerqf
p?ggrqf
p?orgrq
p?ormrq
p?ungrq
p?unmrq
RZ factorization
p?ormrz
p?tzrzf
p?unmrz
p?ormrz
p?tzrzf
p?unmrz
singular value decomposition
p?gebrd
p?ormbr
p?unmbr
p?gebrd
p?ormbr
p?unmbr
solution refinement and error estimation
p?gerfs
p?porfs
p?gerfs
p?porfs
solving linear equations
?dttrsv
?pttrsv
p?dbtrs
p?dttrs
p?gbtrs
p?getrs
p?potrs
p?pttrs
p?trtrs
?dttrsv
?pttrsv
p?dbtrs
p?dttrs
p?gbtrs
p?getrs
p?potrs
p?pttrs
p?trtrs
symmetric eigenproblems
p?hetrd
p?ormtr
p?stebz
p?stein
p?sytrd
p?unmtr
p?hetrd
p?ormtr
p?stebz
p?stein
p?sytrd
p?unmtr
symmetric eigenvalue problems
?stein2
?steqr2
?stein2
?steqr2
trapezoidal matrix
triangular factorization
?dbtrf
?dttrf
p?dbtrsv
p?dttrsv
p?gbtrf
p?getrf
p?pbtrf
p?potrf
p?pttrf
?dbtrf
?dttrf
p?dbtrsv
p?dttrsv
p?gbtrf
p?getrf
p?pbtrf
p?potrf
p?pttrf
triangular system of equations
updating sum of squares
utility functions and routines
descinit
numroc
p?labad
p?lachkieee
p?lamch
p?lasnbt
pxerbla
descinit
numroc
p?labad
p?lachkieee
p?lamch
p?lasnbt
pxerbla
ScaLAPACK routines
p?geevx
nonsymmetric eigenvalue problems
p?geevx
p?geevd
scalar-matrix product
?gemm_batch
p?hemm
p?symm
?gemm3m_batch
?symm
?gemm3m
p?gemm
?hemm
?gemm
?gemm_batch_strided
scalar-matrix-matrix product
p?hemm
?hemm
general distributed matrix
general matrix
?gemm_batch
?gemm3m_batch
?gemm3m
?gemm
?gemm_batch_strided
symmetric distributed matrix
symmetric matrix
triangular distributed matrix
triangular matrix
scaling
p?laqge
p?laqsy
general rectangular matrix
symmetric/Hermitian matrix
scaling factors
p?geequ
p?poequ
general rectangular distributed matrix
Hermitian positive definite distributed matrix
symmetric positive definite distributed matrix
scasum
scattering compressed sparse vector's elements into full storage form
scgemm
Schur decomposition
?tgexc
p?laqr4
?tgsen
p?laqr0
Schur factorization
?lanv2
?lagv2
?lahqr
reordering
scnrm2
scopy
scsum1
sctr
sdbtf2
sdbtrf
sdisna
sdot
?sdot
?dot
sdoti
sdsdot
sdtsvb
sdttrf
sdttrfb
sdttrsb
sdttrsv
second/dsecnd
Service Functions
Service Routines
SetInternalDecimation
sfrk
sgamn2d
sgamx2d
sgbcon
sgbequ
sgbequb
sgbmv
sgbrfs
sgbrfsx
sgbsv
sgbsvx
sgbsvxx
sgbtf2
sgbtrf
sgbtrs
sgebak
sgebal
sgebd2
sgebr2d
sgebrd
sgebs2d
sgecon
sgeequ
sgeequb
sgees
sgeesx
sgeev
sgeevx
sgehd2
sgehrd
sgejsv
sgelq
sgelq2
sgelqf
sgelqt
sgelqt3
sgels
sgelsd
sgelss
sgelsy
sgem2vu
sgemlq
sgemlqt
sgemm
sgemm_alloc
sgemm_batch
sgemm_compute
?gemm_compute
gemm_*_compute
sgemm_free
sgemm_pack
gemm_*_pack
?gemm_pack
sgemm3m_batch
sgemmt
sgemqr
sgemqrt
sgemv
sgeql2
sgeqlf
sgeqp3
sgeqpf
sgeqr
sgeqr2
sgeqr2p
sgeqrf
sgeqrfp
sgeqrt
sgeqrt2
sgeqrt3
sger
sgerfs
sgerfsx
sgerq2
sgerqf
sgerv2d
sgesc2
sgesd2d
sgesdd
sgesv
sgesvd
sgesvdx
sgesvj
sgesvx
sgesvxx
sgetc2
sgetf2
sgetrf
sgetrf2
sgetri
?getri
mkl_?getrinp
sgetrs
sgetsls
sggbak
sggbal
sgges
sgges3
sggesx
sggev
sggev3
sggevx
sggglm
sgghd3
sgghrd
sgglse
sggqrf
sggrqf
sggsvd
sggsvd3
sggsvp
sggsvp3
sgsum2d
sgsvj0
sgsvj1
sgtcon
sgthr
sgthrz
sgtrfs
sgtsv
sgtsvx
sgttrf
sgttrs
sgtts2
shbgst
shgeqz
shsein
shseqr
simple driver
Single Dynamic Library
Single Dynamic Library Control
mkl_set_exit_handler
mkl_set_interface_layer
mkl_set_pardiso_pivot
mkl_set_progress
mkl_set_threading_layer
mkl_set_xerbla
single node matrix
singular value decomposition
?gesvd
LAPACK
LAPACK routines, singular value decomposition
ScaLAPACK
p?gesvd
Singular Value Decomposition: ScaLAPACK Driver Routines
See also LAPACK routines, singular value decomposition
Singular Value Decomposition
sisnan
sjacobi
sjacobi_delete
sjacobi_init
sjacobi_solve
sjacobix
SkipAheadStream
SkipAheadStreamEx
sla_gbamv
sla_gbrcond
sla_gbrfsx_extended
sla_gbrpvgrw
sla_geamv
sla_gercond
sla_gerfsx_extended
sla_gerpvgrw
sla_lin_berr
sla_porcond
sla_porfsx_extended
sla_porpvgrw
sla_syamv
sla_syrcond
sla_syrfsx_extended
sla_syrpvgrw
sla_wwaddw
slabad
slabrd
slacn2
slacon
slacpy
sladiv
slae2
slaebz
slaed0
slaed1
slaed2
slaed3
slaed4
slaed5
slaed6
slaed7
slaed8
slaed9
slaeda
slaein
slaev2
slaexc
slag2
slag2d
slags2
slagtf
slagtm
slagts
slagv2
slahqr
slahr2
slahrd
slaic1
slaisnan
slakf2
slaln2
slals0
slalsa
slalsd
slamc1
slamc2
slamc3
slamc4
slamc5
slamch
slamrg
slamsh
slamswlq
slamtsqr
slaneg
slangb
slange
slangt
slanhs
slansb
slansf
slansp
slanst
slansy
slantb
slantp
slantr
slanv2
slapll
slapmr
slapmt
slapst
slapy2
slapy3
slaqgb
slaqge
slaqp2
slaqps
slaqr0
slaqr1
slaqr2
slaqr3
slaqr4
slaqr5
slaqr6
slaqsb
slaqsp
slaqsy
slaqtr
slaqz0
slar1v
slar1va
slar2v
slaran
slaref
slarf
slarfb
slarfg
slarfgp
slarfp
slarft
slarfx
slarfy
slarge
slargv
slarnd
slarnv
slaror
slarot
slarra
slarrb
slarrb2
slarrc
slarrd
slarrd2
slarre
slarre2
slarre2a
slarrf
slarrf2
slarrj
slarrk
slarrr
slarrv
slarrv2
slarscl2
slartg
slartgp
slartgs
slartv
slaruv
slarz
slarzb
slarzt
slas2
slascl
slascl2
slasd0
slasd1
slasd2
slasd3
slasd4
slasd5
slasd6
slasd7
slasd8
slasd9
slasda
slasdq
slasdt
slaset
slasorte
slasq1
slasq2
slasq3
slasq4
slasq5
slasq6
slasr
slasrt
slasrt2
slassq
slasv2
slaswlq
slaswp
slasy2
slasyf
slasyf_aa
slasyf_rook
slatbs
slatdf
slatm1
slatm2
slatm3
slatm5
slatm6
slatme
slatmr
slatms
slatps
slatrd
slatrs
slatrz
slatsqr
slauu2
slauum
small subdiagonal element
smallest absolute value of a vector element
sNewAbstractStream
snrm2
solver
Sparse Linear Systems
direct
iterative
Solver
Sparse Solver Routines
Sparse
solving linear equations
solving linear equations. linear equations
solving linear equations. See linear equations
sopgtr
sopmtr
sorbdb
sorbdb1
sorbdb2
sorbdb3
sorbdb4
sorbdb5
sorbdb6
sorcsd
sorcsd2by1
sorg2l
sorg2r
sorgbr
sorghr
sorgl2
sorglq
sorgql
sorgqr
sorgr2
sorgrq
sorgtr
sorm22
sorm2l
sorm2r
sormbr
sormhr
sorml2
sormlq
sormql
sormqr
sormr2
sormr3
sormrq
sormrz
sormtr
sorting
?lasorte
?lasrt
?lasrt2
eigenpairs
numbers in increasing/decreasing order
?lasrt
?lasrt2
LAPACK
ScaLAPACK
Sparse BLAS Level 1
Sparse BLAS Level 1 Routines
data types
naming conventions
Sparse BLAS Level 1 routines and functions
Naming Conventions for Sparse BLAS Routines
?axpyi
?dotci
?doti
?dotui
?gthr
?gthrz
?roti
?sctr
Sparse BLAS Level 2
Sparse BLAS Level 2 and Level 3 Routines
naming conventions
sparse BLAS Level 2 routines
mkl_?bsrgemv
mkl_?bsrmv
mkl_?bsrsv
mkl_?bsrsymv
mkl_?bsrtrsv
mkl_?coogemv
mkl_?coomv
mkl_?coosv
mkl_?coosymv
mkl_?cootrsv
mkl_?cscmv
mkl_?cscsv
mkl_?csrgemv
mkl_?csrmv
mkl_?csrsv
mkl_?csrsymv
mkl_?csrtrsv
mkl_?diagemv
mkl_?diamv
mkl_?diasv
mkl_?diasymv
mkl_?diatrsv
mkl_?skymv
mkl_?skysv
mkl_cspblas_?bsrgemv
mkl_cspblas_?bsrsymv
mkl_cspblas_?bsrtrsv
mkl_cspblas_?coogemv
mkl_cspblas_?coosymv
mkl_cspblas_?cootrsv
mkl_cspblas_?csrgemv
mkl_cspblas_?csrsymv
mkl_cspblas_?csrtrsv
mkl_?bsrgemv
mkl_?bsrmv
mkl_?bsrsv
mkl_?bsrsymv
mkl_?bsrtrsv
mkl_?coogemv
mkl_?coomv
mkl_?coosv
mkl_?coosymv
mkl_?cootrsv
mkl_?cscmv
mkl_?cscsv
mkl_?csrgemv
mkl_?csrmv
mkl_?csrsv
mkl_?csrsymv
mkl_?csrtrsv
mkl_?diagemv
mkl_?diamv
mkl_?diasv
mkl_?diasymv
mkl_?diatrsv
mkl_?skymv
mkl_?skysv
mkl_cspblas_?bsrgemv
mkl_cspblas_?bsrsymv
mkl_cspblas_?bsrtrsv
mkl_cspblas_?coogemv
mkl_cspblas_?coosymv
mkl_cspblas_?cootrsv
mkl_cspblas_?csrgemv
mkl_cspblas_?csrsymv
mkl_cspblas_?csrtrsv
Sparse BLAS Level 3
Sparse BLAS Level 2 and Level 3 Routines
naming conventions
sparse BLAS Level 3 routines
mkl_?bsrmm
mkl_?bsrsm
mkl_?coomm
mkl_?coosm
mkl_?cscmm
mkl_?cscsm
mkl_?csradd
mkl_?csrmm
mkl_?csrmultcsr
mkl_?csrmultd
mkl_?csrsm
mkl_?diamm
mkl_?diasm
mkl_?skymm
mkl_?skysm
mkl_?bsrmm
mkl_?bsrsm
mkl_?coomm
mkl_?coosm
mkl_?cscmm
mkl_?cscsm
mkl_?csradd
mkl_?csrmm
mkl_?csrmultcsr
mkl_?csrmultd
mkl_?csrsm
mkl_?diamm
mkl_?diasm
mkl_?skymm
mkl_?skysm
sparse BLAS routines
mkl_?csrbsr
mkl_?csrcoo
mkl_?csrcsc
mkl_?csrdia
mkl_?csrsky
mkl_?dnscsr
mkl_?csrbsr
mkl_?csrcoo
mkl_?csrcsc
mkl_?csrdia
mkl_?csrsky
mkl_?dnscsr
sparse matrices
sparse matrix
Sparse Matrix Checker Routines
Sparse Matrix Storage Formats
sparse solver
mkl_pardiso_pivot
pardiso_64
pardiso_getdiag
pardiso_handle_delete
pardiso_handle_delete_64
pardiso_handle_restore
pardiso_handle_restore_64
pardiso_handle_store
pardiso_handle_store_64
pardisoinit
cluster_sparse_solver
cluster_sparse_solver_64
parallel direct sparse solver interface
mkl_pardiso_pivot
pardiso_64
pardiso_getdiag
pardiso_handle_delete
pardiso_handle_delete_64
pardiso_handle_restore
pardiso_handle_restore_64
pardiso_handle_store
pardiso_handle_store_64
pardisoinit
mkl_pardiso_pivot
pardiso_64
pardiso_getdiag
pardiso_handle_delete
pardiso_handle_delete_64
pardiso_handle_restore
pardiso_handle_restore_64
pardiso_handle_store
pardiso_handle_store_64
pardisoinit
parallel direct sparse solver interface for clusters
cluster_sparse_solver
cluster_sparse_solver_64
cluster_sparse_solver
cluster_sparse_solver_64
Sparse Solver
dss_create
dss_define_structure
dss_delete
dss_factor_real, dss_factor_complex
dss_reorder
dss_solve_real, dss_solve_complex
dss_statistics
mkl_cvt_to_null_terminated_str
dcg
dcg_check
dcg_get
dcg_init
dcgmrhs
dcgmrhs_check
dcgmrhs_get
dcgmrhs_init
dfgmres
dfgmres_check
dfgmres_get
dfgmres_init
dcsrilu0
dcsrilut
direct sparse solver interface
dss_create
dss_define_structure
dss_delete
dss_factor_real, dss_factor_complex
dss_reorder
dss_solve_real, dss_solve_complex
dss_statistics
mkl_cvt_to_null_terminated_str
dss_create
dss_define_structure
dss_define_structure
dss_delete
dss_factor
dss_factor_complex
dss_factor_real
dss_reorder
dss_solve
dss_solve_complex
dss_solve_real
dss_statistics
mkl_cvt_to_null_terminated_str
iterative sparse solver interface
dcg
dcg_check
dcg_get
dcg_init
dcgmrhs
dcgmrhs_check
dcgmrhs_get
dcgmrhs_init
dfgmres
dfgmres_check
dfgmres_get
dfgmres_init
dcg
dcg_check
dcg_get
dcg_init
dcgmrhs
dcgmrhs_check
dcgmrhs_get
dcgmrhs_init
dfgmres
dfgmres_check
dfgmres_get
dfgmres_init
preconditioners based on incomplete LU factorization
dcsrilu0
dcsrilut
dcsrilu0
dcsrilut
sparse solver
pardiso
parallel direct sparse solver interface
pardiso
pardiso
Sparse Solvers
cluster_sparse_solver iparm Parameter
The FEAST Algorithm
PARDISO_DATA_TYPE
Extended Eigensolver RCI Routines
Sparse Solver Routines
oneMKL PARDISO Parameters in Tabular Form
Extended Eigensolver Interfaces for Eigenvalues within Interval
Extended Eigensolver Functionality
Extended Eigensolver Interfaces for Extremal Eigenvalues/Singular Values
pardiso_export
Matrix Storage
pardiso iparm Parameter
sparse vectors
Sparse BLAS Level 1 Routines
adding and scaling
complex dot product, conjugated
complex dot product, unconjugated
compressed form
converting to compressed form
?gthr
?gthrz
converting to full-storage form
full-storage form
Givens rotation
norm
passed to BLAS level 1 routines
real dot product
scaling
sparse_matrix_checker
sparse_matrix_checker_init
sparse_request_t
sparse_stage_finalize_mult
sparse_stage_full_mult
Two-stage Algorithm in Inspector-Executor Sparse BLAS Routines
two-stage algorithm
sparse_stage_nnz_count
spbcon
spbequ
spbrfs
spbstf
spbsv
spbsvx
spbtf2
spbtrf
spbtrs
spcon
specific hardware support
mkl_enable_instructions
mkl_finalize
mkl_set_mpi
mkl_enable_instructions
mkl_finalize
mkl_set_mpi
spev
spevd
spevx
spftrf
spftri
spftrs
spgst
spgv
spgvd
spgvx
Spline Methods
split Cholesky factorization (band matrices)
spmv
spocon
spoequ
spoequb
sporfs
sporfsx
sposv
sposvx
sposvxx
spotf2
spotrf
spotrf2
spotri
spotrs
sppcon
sppequ
spprfs
sppsv
sppsvx
spptrf
spptri
spptrs
spr
spr2
sprfs
spstf2
spstrf
spsv
spsvx
sptcon
spteqr
sptrd
sptrf
sptrfs
sptri
sptrs
sptsv
sptsvx
spttrf
spttrs
spttrsv
sptts2
square matrix
?lacn2
?lacon
p?lacon
1-norm estimation
?lacn2
?lacon
p?lacon
LAPACK
?lacn2
?lacon
ScaLAPACK
srotg
sroti
srotm
srotmg
srscl
ssbev
ssbevd
ssbevx
ssbgst
ssbgv
ssbgvd
ssbgvx
ssbmv
ssbtrd
sscal
ssctr
ssfrk
sspcon
sspev
sspevd
sspevx
sspgst
sspgv
sspgvd
sspgvx
sspmv
sspr
sspr2
ssprfs
sspsv
sspsvx
ssptrd
ssptrf
ssptri
ssptrs
sstebz
sstedc
sstegr
sstegr2
sstegr2a
sstegr2b
sstein
sstein2
sstemr
ssteqr
ssteqr2
ssterf
sstev
sstevd
sstevr
sstevx
sswap
ssycon
ssycon_3
ssycon_rook
ssyconv
ssyequb
ssyev
ssyevd
ssyevr
ssyevx
ssygs2
ssygst
ssygv
ssygvd
ssygvx
ssymm
ssymv
ssyr
ssyr2
ssyr2k
ssyrdb
ssyrfs
ssyrfsx
ssyrk
ssysv
ssysv_aa
ssysv_rk
ssysv_rook
ssysvx
ssysvxx
ssyswapr
ssyswapr1
ssytd2
ssytf2
ssytf2_rook
ssytrd
ssytrf
ssytrf_aa
ssytrf_rk
ssytrf_rook
ssytri
ssytri_3
ssytri_rook
ssytri2
ssytri2x
ssytrs
ssytrs_3
ssytrs_rook
ssytrs2
stbcon
stbmv
stbrfs
stbsv
stbtrs
stebz
stedc
stegr
stein
stemr
steqr
sterf
stev
stevd
stevr
stevx
stfsm
stftri
stfttp
stfttr
stgevc
stgex2
stgexc
stgsen
stgsja
stgsna
stgsy2
stgsyl
stpcon
stplqt
stplqt2
stpmlqt
stpmqrt
stpmv
stpqrt
?tpqrt
?tpqrt2
stprfb
stprfs
stpsv
stptri
stptrs
stpttf
stpttr
strbr2d
strbs2d
strcon
stream
strevc
strexc
stride. increment
strmm
strmv
strmvt
strnlsp_check
strnlsp_delete
strnlsp_get
strnlsp_init
strnlsp_solve
strnlspbc_check
strnlspbc_delete
strnlspbc_get
strnlspbc_init
strnlspbc_solve
strrfs
strrv2d
strsd2d
strsen
strsm
strsm_batch
strsna
strsv
strsyl
strti2
strtri
strtrs
strttf
strttp
stzrzf
sum
p?axpy
p?asum
?axpyi
?axpby
?axpy
of distributed vectors
of magnitudes of elements of a distributed vector
of sparse vector and full-storage vector
of vectors
?axpby
?axpy
sum
?asum
of magnitudes of the vector elements
sum of squares
?lassq
p?lassq
updating
?lassq
p?lassq
LAPACK
ScaLAPACK
summary statistics
vslSSCompute
vslSSEditCorParameterization
vslSSEditCP
vslSSEditMissingValues
vslSSEditMoments
vslSSEditOutliersDetection
vslSSEditPartialCovCor
vslSSEditPooledCovariance
vslSSEditQuantiles
vslSSEditRobustCovariance
vslSSEditStreamQuantiles
vslSSEditSums
vslSSEditTask
vslSSNewTask
vslSSDeleteTask
vsldsscompute
vsldSSCompute
vsldsseditcorparameterization
vsldSSEditCorParameterization
vsldsseditcp
vsldSSEditCP
vsldsseditmissingvalues
vsldSSEditMissingValues
vsldsseditmoments
vsldSSEditMoments
vsldsseditoutliersdetection
vsldSSEditOutliersDetection
vsldsseditpartialcovcor
vsldsseditpooledcovariance
vsldSSEditPooledCovariance
vsldsseditquantiles
vsldSSEditQuantiles
vsldsseditrobustcovariance
vsldSSEditRobustCovariance
vsldsseditstreamquantiles
vsldSSEditStreamQuantiles
vsldsseditsums
vsldSSEditSums
vsldssedittask
vsldSSEditTask
vsldssnewtask
vsldSSNewTask
vslissedittask
vsliSSEditTask
vslssdeletetask
vslSSDeleteTask
vslssscompute
vslsSSCompute
vslssseditcorparameterization
vslsSSEditCorParameterization
vslssseditcp
vslsSSEditCP
vslssseditmissingvalues
vslsSSEditMissingValues
vslssseditmoments
vslsSSEditMoments
vslssseditoutliersdetection
vslsSSEditOutliersDetection
vslssseditpartialcovcor
vslssseditpooledcovariance
vslsSSEditPooledCovariance
vslssseditquantiles
vslsSSEditQuantiles
vslssseditrobustcovariance
vslsSSEditRobustCovariance
vslssseditstreamquantiles
vslsSSEditStreamQuantiles
vslssseditsums
vslsSSEditSums
vslsssedittask
vslsSSEditTask
vslsssnewtask
vslsSSNewTask
Summary Statistics
summary statistics
vslSSEditCovCor
vsldsseditcovcor
vsldSSEditCovCor
vslssseditcovcor
vslsSSEditCovCor
summary statistics usage examples
support functions
mkl_calloc
mkl_enable_instructions
mkl_finalize
mkl_free
mkl_malloc
mkl_mem_stat
mkl_peak_mem_usage
mkl_progress
mkl_realloc
mkl_set_env_mode
mkl_set_mpi
mkl_verbose
mkl_verbose_output_file
mkl_calloc
mkl_enable_instructions
mkl_finalize
mkl_free
mkl_malloc
mkl_mem_stat
mkl_peak_mem_usage
mkl_progress
mkl_realloc
mkl_set_env_mode
mkl_set_mpi
mkl_verbose
mkl_verbose_output_file
Support Functions
Error Handling for Linear Algebra Routines
Handling Fatal Errors
exception handling
handling fatal errors
support functions for CNR
mkl_cbwr_get
mkl_cbwr_get_auto_branch
mkl_cbwr_set
mkl_cbwr_get
mkl_cbwr_get_auto_branch
mkl_cbwr_set
support routines
mkl_disable_fast_mm
mkl_free_buffers
mkl_set_memory_limit
mkl_thread_free_buffers
mkl_progress
mkl_disable_fast_mm
mkl_free_buffers
mkl_set_memory_limit
mkl_thread_free_buffers
progress information
SVD (singular value decomposition)
Singular Value Decomposition: LAPACK Computational Routines
Singular Value Decomposition: ScaLAPACK Driver Routines
LAPACK
ScaLAPACK
swap
swapping adjacent diagonal blocks
?tgex2
?laexc
swapping distributed vectors
swapping vectors
sycon
sycon_rook
syev
syevd
syevr
syevx
sygst
sygv
sygvd
sygvx
Sylvester's equation
symm
symmetric band matrix
?lansb
1-norm value
Frobenius norm
infinity- norm
largest absolute value of element
symmetric distributed matrix
p?syr2k
p?syrk
p?symm
rank-n update
p?syr2k
p?syrk
scalar-matrix-matrix product
Symmetric Eigenproblems
symmetric indefinite matrix
?sytf2_rook
?sytf2
?la_syamv
factorization with diagonal pivoting method
?sytf2_rook
?sytf2
matrix-vector product
symmetric matrix
Symmetric Eigenvalue Problems: LAPACK Computational Routines
Generalized Symmetric-Definite Eigenvalue Problems: LAPACK Computational Routines
Bunch-Kaufman factorization
?sytrf_rook
?sytrf
packed storage
eigenvalues and eigenvectors
p?syevr
p?syevd
p?syevx
p?syev
estimating the condition number
?sycon
?disna
?sycon_rook
packed storage
generalized eigenvalue problems
inverting the matrix
?sytri_rook
?sytri2x
?sytri
?sytri2
packed storage
matrix-vector product
?symv
?symv
band storage
packed storage
?spmv
?spmv
rank-1 update
?syr
?syr
packed storage
?spr
?spr
rank-2 update
?syr2
packed storage
rank-2k update
rank-n update
reducing to standard form
?sygs2/?hegs2
p?sygs2/p?hegs2
LAPACK
ScaLAPACK
reducing to tridiagonal form
p?sytd2/p?hetd2
?sytd2/?hetd2
LAPACK
ScaLAPACK
scalar-matrix-matrix product
scaling
solving systems of linear equations
?sytrs
?sytrs2
?syswapr
?sytrs_rook
?syswapr1
packed storage
symmetric matrix
mkl_?spffrt2, mkl_?spffrtx
packed storage
symmetric matrix in packed form
?lansp
1-norm value
Frobenius norm
infinity- norm
largest absolute value of element
symmetric positive definite distributed matrix
p?poequ
computing scaling factors
equilibration
symmetric positive semidefinite matrix
?pstrf
Cholesky factorization
symmetric positive-definite band matrix
?pbtf2
Cholesky factorization
symmetric positive-definite distributed matrix
p?potri
inverting the matrix
symmetric positive-definite matrix
?pftri
?potrf
?pftrf
?pftrs
?pocon
?potri
Cholesky factorization
?pftri
?potrf
?pftrf
?pftrs
band storage
?pbtrf
p?pbtrf
LAPACK
packed storage
ScaLAPACK
p?potf2
p?potrf
estimating the condition number
?pocon
band storage
packed storage
tridiagonal matrix
inverting the matrix
?pftri
?potri
packed storage
solving systems of linear equations
?pftrs
band storage
p?pbtrs
?pbtrs
LAPACK
packed storage
ScaLAPACK
symmetric positive-definite tridiagonal matrix
p?pttrs
solving systems of linear equations
symmetric tridiagonal matrix
?larrd2
eigenvalues and eigenvectors
symv
syr
syr2
syr2k
syrdb
syrfs
syrk
system of linear equations
p?trsv
?trsv
with a distributed triangular matrix
with a triangular matrix
?trsv
band storage
packed storage
systems of linear equations
?dttrsb
?pttrs
?getrs
?gttrs
linear equations
systems of linear equationslinear equations
sysv
sysv_rook
sysvx
syswapr
syswapr1
sytrd
sytrf
sytrf_rook
sytri
sytri_rook
sytri2
sytri2x
sytrs
sytrs_rook
Task Computation Routines
Task Creation and Initialization
Task Status
tbcon
tbmv
tbrfs
tbsv
tbtrs
tfsm
tgevc
tgexc
tgsen
tgsja
tgsna
tgsyl
threading control
mkl_domain_get_max_threads
mkl_domain_set_num_threads
mkl_get_dynamic
mkl_get_max_threads
mkl_get_num_stripes
mkl_set_dynamic
mkl_set_num_stripes
mkl_set_num_threads
mkl_set_num_threads_local
mkl_domain_get_max_threads
mkl_domain_set_num_threads
mkl_get_dynamic
mkl_get_max_threads
mkl_get_num_stripes
mkl_set_dynamic
mkl_set_num_stripes
mkl_set_num_threads
mkl_set_num_threads_local
Threading Control
Using a Fortran Interface Module for Support Functions
Threading Control
timing functions
mkl_get_clocks_frequency
mkl_get_cpu_clocks
mkl_get_cpu_frequency
mkl_get_max_cpu_frequency
second/dsecnd
mkl_get_clocks_frequency
MKL_Get_Cpu_Clocks
mkl_get_cpu_frequency
mkl_get_max_cpu_frequency
second/dsecnd
tpcon
tpmv
tpqrt
?tpqrt
?tpqrt2
tprfb
tprfs
tpsv
tptri
tptrs
TR routines
?trnlsp_check
?trnlsp_delete
?trnlsp_get
?trnlsp_init
?trnlsp_solve
?trnlspbc_check
?trnlspbc_delete
?trnlspbc_get
?trnlspbc_init
?trnlspbc_solve
Nonlinear Least Squares Problem with Linear (Bound) Constraints
Nonlinear Least Squares Problem without Constraints
Nonlinear Solver Organization and Implementation
?trnlsp_check
?trnlsp_delete
?trnlsp_get
?trnlsp_init
?trnlsp_solve
?trnlspbc_check
?trnlspbc_delete
?trnlspbc_get
?trnlspbc_init
?trnlspbc_solve
nonlinear least squares problem
Nonlinear Least Squares Problem with Linear (Bound) Constraints
Nonlinear Least Squares Problem without Constraints
with linear bound constraints
without constraints
organization and implementation
transposition
p?tranu
p?tranc
p?tran
distributed complex matrix
distributed complex matrix, conjugated
distributed real matrix
Transposition and General Memory Movement Routines
transposition parameter
trapezoidal matrix
?lantr
p?trmr2d
p?latrz
?tzrzf
p?tzrzf
1-norm value
copying
Frobenius norm
infinity- norm
largest absolute value of element
reduction to triangular form
RZ factorization
?tzrzf
p?tzrzf
LAPACK
ScaLAPACK
trcon
trevc
trexc
triangular band matrix
?lantb
1-norm value
Frobenius norm
infinity- norm
largest absolute value of element
triangular banded equations
?latbs
p?pbtrsv
LAPACK
ScaLAPACK
triangular distributed matrix
p?trtri
p?trmm
inverting the matrix
scalar-matrix-matrix product
triangular factorization
?gbtrf
p?gbtrf
p?dbtrf
p?dbtrsv
?dbtrf
?dttrfb
mkl_?getrfnp
p?getrf
?getrf
?hetrf
?pstrf
p?potrf
?sytrf_rook
?sytrf
?gttrf
?dttrf
band matrix
?gbtrf
p?gbtrf
p?dbtrf
p?dbtrsv
?dbtrf
diagonally dominant tridiagonal matrix
?dttrfb
LAPACK
general matrix
mkl_?getrfnp
p?getrf
?getrf
Hermitian matrix
?hetrf
packed storage
Hermitian positive semidefinite matrix
Hermitian positive-definite matrix
p?potrf
band storage
?pbtrf
p?pbtrf
packed storage
tridiagonal matrix
p?pttrf
?pttrf
symmetric matrix
?sytrf_rook
?sytrf
packed storage
symmetric positive semidefinite matrix
symmetric positive-definite matrix
p?potrf
band storage
?pbtrf
p?pbtrf
packed storage
tridiagonal matrix
p?pttrf
?pttrf
tridiagonal matrix
?gttrf
?dttrf
LAPACK
ScaLAPACK
triangular factorization
?hetrf_rook
mkl_?spffrt2, mkl_?spffrtx
Hermitian matrix
symmetric matrix
mkl_?spffrt2, mkl_?spffrtx
packed storage
triangular matrix
Nonsymmetric Eigenvalue Problems: LAPACK Computational Routines
Generalized Nonsymmetric Eigenvalue Problems: LAPACK Computational Routines
1-norm value
?lantr
p?lantr
LAPACK
ScaLAPACK
copying
?tfttp
?trttp
?tfttr
?tpttf
?trttf
?tpttr
estimating the condition number
?trcon
band storage
packed storage
Frobenius norm
?lantr
p?lantr
LAPACK
ScaLAPACK
infinity- norm
?lantr
p?lantr
LAPACK
ScaLAPACK
inverting the matrix
?trtri
?tftri
LAPACK
packed storage
ScaLAPACK
largest absolute value of element
?lantr
p?lantr
LAPACK
ScaLAPACK
matrix-vector product
?trmv
band storage
packed storage
product
?lauum
p?lauum
?lauu2
p?lauu2
blocked algorithm
?lauum
p?lauum
LAPACK
?lauum
?lauu2
ScaLAPACK
p?lauu2
p?lauum
unblocked algorithm
scalar-matrix-matrix product
solving systems of linear equations
?trtrs
?trsv
band storage
?tbtrs
?tbsv
packed storage
?tptrs
?tpsv
ScaLAPACK
swapping adjacent diagonal blocks
triangular matrix
Nonsymmetric Eigenvalue Problems: ScaLAPACK Computational Routines
ScaLAPACK
triangular matrix factorization
?potrf
Hermitian positive-definite matrix
symmetric positive-definite matrix
triangular matrix in packed form
?lantp
1-norm value
Frobenius norm
infinity- norm
largest absolute value of element
triangular pentagonal matrix
?tpqrt
?tprfb
?tpqrt2
QR factorization
?tpqrt
?tprfb
?tpqrt2
triangular system of equations
?latrs
p?latrs
solving with scale factor
?latrs
p?latrs
LAPACK
ScaLAPACK
tridiagonal matrix
Symmetric Eigenvalue Problems: LAPACK Computational Routines
base representations and eigenvalues
?larre2a
?larre2
eigenvalues and eigenvectors
?stegr2
?stegr2b
eigenvectors
estimating the condition number
solving systems of linear equations
?pttrs
?gttrs
ScaLAPACK
tridiagonal system of equations
tridiagonal triangular factorization
p?dttrsv
band matrix
tridiagonal triangular system of equations
trigonometric transform
Trigonometric Transforms Implemented
backward cosine
backward sine
backward staggered cosine
backward staggered sine
backward twice staggered cosine
backward twice staggered sine
forward cosine
forward sine
forward staggered cosine
forward staggered sine
forward twice staggered cosine
forward twice staggered sine
Trigonometric Transform interface
Trigonometric Transform Routines
routines
Sequence of Invoking TT Routines
?_backward_trig_transform
?_commit_trig_transform
?_forward_trig_transform
?_init_trig_transform
free_trig_transform
Trigonometric Transforms interface
trmm
trmv
trrfs
trsen
trsm
trsm_batch
trsna
trsv
trsyl
trtri
trtrs
TT interface
TT routines
two matrices
?ggqrf
p?ggqrf
QR factorization
?ggqrf
p?ggqrf
LAPACK
ScaLAPACK
tzrzf
ungbr
unghr
unglq
ungql
ungqr
ungrq
ungtr
Uniform (continuous)
Uniform (discrete)
UniformBits
UniformBits32
UniformBits64
unitary matrix
Singular Value Decomposition: LAPACK Computational Routines
Nonsymmetric Eigenvalue Problems: LAPACK Computational Routines
Generalized Nonsymmetric Eigenvalue Problems: LAPACK Computational Routines
Symmetric Eigenvalue Problems: LAPACK Computational Routines
CS decomposition
?orbdb5/?unbdb5
?orbdb2/?unbdb2
?bbcsd
?orcsd/?uncsd
?orbdb6/?unbdb6
?orcsd2by1/?uncsd2by1
?orbdb3/?unbdb3
?orbdb4/?unbdb4
?orbdb/?unbdb
?orbdb1/?unbdb1
LAPACK
?orbdb5/?unbdb5
?orbdb2/?unbdb2
?bbcsd
?orcsd/?uncsd
?orbdb6/?unbdb6
?orcsd2by1/?uncsd2by1
?orbdb3/?unbdb3
?orbdb4/?unbdb4
?orbdb/?unbdb
?orbdb1/?unbdb1
from LQ factorization
?orgl2/?ungl2
p?orgl2/p?ungl2
LAPACK
ScaLAPACK
from QL factorization
?orm2l/?unm2l
?org2l/?ung2l
p?org2l/p?ung2l
p?orm2l/p?unm2l
LAPACK
?orm2l/?unm2l
?org2l/?ung2l
ScaLAPACK
p?org2l/p?ung2l
p?orm2l/p?unm2l
from QR factorization
?org2r/?ung2r
p?org2r/p?ung2r
LAPACK
ScaLAPACK
from RQ factorization
?orgr2/?ungr2
p?orgr2/p?ungr2
LAPACK
ScaLAPACK
ScaLAPACK
unitary matrix
Nonsymmetric Eigenvalue Problems: ScaLAPACK Computational Routines
ScaLAPACK
unmbr
unmhr
unmlq
unmql
unmqr
unmrq
unmrz
unmtr
Unpack Functions
updating
p?ger
p?her
p?syr
?ger
?her
?syr
p?gerc
?gerc
p?geru
?geru
p?her2
p?syr2
?her2
?syr2
p?her2k
?her2k
p?syr2k
?syr2k
p?herk
?herk
p?syrk
?syrk
rank-1
p?ger
p?her
p?syr
?ger
?her
?syr
distributed general matrix
distributed Hermitian matrix
distributed symmetric matrix
general matrix
Hermitian matrix
real symmetric matrix
rank-1, conjugated
p?gerc
?gerc
distributed general matrix
general matrix
rank-1, unconjugated
p?geru
?geru
distributed general matrix
general matrix
rank-2
p?her2
p?syr2
?her2
?syr2
distributed Hermitian matrix
distributed symmetric matrix
Hermitian matrix
symmetric matrix
rank-2k
p?her2k
?her2k
p?syr2k
?syr2k
Hermitian distributed matrix
Hermitian matrix
symmetric distributed matrix
symmetric matrix
rank-k
p?herk
?herk
p?syrk
distributed Hermitian matrix
Hermitian matrix
symmetric distributed matrix
rank-n
?syrk
symmetric matrix
updating:rank-1
?hpr
?spr
Hermitian matrix
?hpr
packed storage
real symmetric matrix
?spr
packed storage
updating:rank-2
?hpr2
?spr2
Hermitian matrix
?hpr2
packed storage
symmetric matrix
?spr2
packed storage
upgtr
upmtr
upper Hessenberg matrix
Nonsymmetric Eigenvalue Problems: LAPACK Computational Routines
Generalized Nonsymmetric Eigenvalue Problems: LAPACK Computational Routines
1-norm value
?lanhs
p?lanhs
LAPACK
ScaLAPACK
Frobenius norm
?lanhs
p?lanhs
LAPACK
ScaLAPACK
infinity- norm
?lanhs
p?lanhs
LAPACK
ScaLAPACK
largest absolute value of element
?lanhs
p?lanhs
LAPACK
ScaLAPACK
upper Hessenberg matrix
Nonsymmetric Eigenvalue Problems: ScaLAPACK Computational Routines
ScaLAPACK
v?Abs
v?Acos
v?Acosh
v?Add
v?Arg
v?Asin
v?Asinh
v?Atan
v?Atan2
v?Atanh
v?Cbrt
v?CdfNorm
v?CdfNormInv
v?Ceil
v?CIS
v?Conj
v?Cos
v?Cosh
v?Div
v?Erf
v?Erfc
v?ErfcInv
v?ErfInv
v?Exp
v?ExpInt1
v?Expm1
v?Floor
v?Frac
v?Hypot
v?Inv
v?InvCbrt
v?InvSqrt
v?lgamma
v?LGamma
v?LinearFrac
v?Ln
v?Log10
v?Log1p
v?Modf
v?Mul
v?MulByConj
v?NearbyInt
v?Pack
v?Pow
v?Pow2o3
v?Pow3o2
v?Powx
v?Rint
v?Round
v?Sin
v?SinCos
v?Sinh
v?Sqr
v?Sqrt
v?Sub
v?Tan
v?Tanh
v?tgamma
v?TGamma
v?Trunc
v?Unpack
vcAbs
vcAcos
vcAcosh
vcAdd
vcArg
vcAsin
vcAsinh
vcAtan
vcAtanh
vcCIS
vcConj
vcCos
vcCosh
vcDiv
vcExp
vcLinearFrac
vcLn
vcLog10
vcMul
vcMulByConj
vcPackI
vcPackM
vcPackV
vcPow
vcPowx
vcSin
vcSinh
vcSqrt
vcSub
vcTan
vcTanh
vcUnpackI
vcUnpackM
vcUnpackV
vdAbs
vdAcos
vdAcosh
vdacospi
vdAdd
vdAsin
vdAsinh
vdasinpi
vdAtan
vdAtan2
vdatan2pi
vdAtanh
vdatanpi
vdCbrt
vdCdfNorm
vdCdfNormInv
vdCeil
vdcopysign
vdCos
vdcosd
vdCosh
vdcospi
vdDiv
vdErf
vdErfc
vdErfcInv
vdErfInv
vdExp
vdexp10
vdexp2
vdExpInt1
vdExpm1
vdfdim
vdFloor
vdfmax
vdfmin
vdfmod
vdFrac
vdHypot
vdInv
vdInvCbrt
vdInvSqrt
vdlgamma
vdLGamma
vdLinearFrac
vdLn
vdLog10
vdLog1p
vdlog2
vdlogb
vdmaxmag
vdminmag
vdModf
vdMul
vdNearbyInt
vdnextafter
vdPackI
vdPackM
vdPackV
vdPow
vdPow2o3
vdPow3o2
vdpowr
vdPowx
vdremainder
vdRint
vdRngBeta
vdRngCauchy
vdRngExponential
vdRngGamma
vdRngGaussian
vdRngGaussianMV
vdRngGumbel
vdRngLaplace
vdRngLognormal
vdRngRayleigh
vdRngUniform
vdRngWeibull
vdRound
vdSin
vdSinCos
vdsind
vdSinh
vdsinpi
vdSqr
vdSqrt
vdSub
vdTan
vdtand
vdTanh
vdtanpi
vdtgamma
vdTGamma
vdTrunc
vdUnpackI
vdUnpackM
vdUnpackV
vector arguments
Vector Arguments in BLAS
array dimension
default
examples
increment
length
matrix one-dimensional substructures
sparse vector
vector conjugation
p?lacgv
?lacgv
vector indexing
vector mathematical functions
VM Mathematical Functions
absolute value
addition
argument
base 10 logarithm
complementary error function value
complex exponent of real vector elements
computing a rounded integer value and raising inexact result exception
computing a rounded integer value in current rounding mode
computing a truncated integer value
conjugation
cosine
cube root
cumulative normal distribution function value
division
error function value
exponential
exponential of elements decreased by 1
four-quadrant arctangent
gamma function
v?TGamma
v?LGamma
hyperbolic cosine
hyperbolic sine
hyperbolic tangent
inverse complementary error function value
inverse cosine
inverse cube root
inverse cumulative normal distribution function value
inverse error function value
inverse hyperbolic cosine
inverse hyperbolic sine
inverse hyperbolic tangent
inverse sine
inverse square root
inverse tangent
inversion
linear fraction transformation
multiplication
multiplication of conjugated vector element
natural logarithm
natural logarithm of vector elements increased by 1
power
power (constant)
power 2/3
power 3/2
rounding to nearest integer value
rounding towards minus infinity
v?Frac
v?Floor
rounding towards plus infinity
rounding towards zero
scaling
scaling, reciprocal
sine
sine and cosine
square root
square root of sum of squares
squaring
subtraction
tangent
Vector Mathematical Functions
vector mathematical functions
v?ExpInt1
exponential of elements decreased by 1
vector multiplication
?rscl
p?rscl
LAPACK
ScaLAPACK
vector pack function
vector statistics functions
vRngBernoulli
vRngBeta
vRngBinomial
vRngCauchy
vslCopyStream
vslCopyStreamState
vslDeleteStream
vsldNewAbstractStream
vRngExponential
vRngGamma
vRngGaussian
vRngGaussianMV
vRngGeometric
vslGetBrngProperties
vslGetNumRegBrngs
vslGetStreamSize
vslGetStreamStateBrng
vRngGumbel
vRngHypergeometric
vsliNewAbstractStream
vRngLaplace
vslLeapfrogStream
vslLoadStreamF
vslLoadStreamM
vRngLognormal
vRngMultinomial
vRngNegBinomial
vslNewStream
vslNewStreamEx
vRngPoisson
vRngPoissonV
vRngRayleigh
vslSaveStreamF
vslSaveStreamM
vslSkipAheadStream
vslSkipAheadStreamEx
vslsNewAbstractStream
vRngUniform Continuous Distribution Generators
vRngUniform Discrete Distribution Generators
vRngUniformBits
vRngUniformBits32
vRngUniformBits64
vRngWeibull
Bernoulli
Beta
Binomial
Cauchy
CopyStream
CopyStreamState
DeleteStream
dNewAbstractStream
Exponential
Gamma
Gaussian
GaussianMV
Geometric
GetBrngProperties
GetNumRegBrngs
GetStreamSize
GetStreamStateBrng
Gumbel
Hypergeometric
iNewAbstractStream
Laplace
LeapfrogStream
LoadStreamF
LoadStreamM
Lognormal
Multinomial
NegBinomial
NewStream
NewStreamEx
Poisson
PoissonV
Rayleigh
SaveStreamF
SaveStreamM
SkipAheadStream
SkipAheadStreamEx
sNewAbstractStream
Uniform (continuous)
Uniform (discrete)
UniformBits
UniformBits32
UniformBits64
Weibull
vector statistics functions
vRngChiSquare
Gamma
vector unpack function
vector-scalar product
?scal
sparse vectors
vectors
?copy_batch_strided
?copy
?copy_batch
?dotu
?dotc
?dot
i?amax
?combamax1
i?amin
?nrm2
?rotg
?axpby
?axpy
?rot
Naming Conventions for Sparse BLAS Routines
?swap
?scal
copying
?copy_batch_strided
?copy
?copy_batch
dot product
?dotu
?dotc
?dot
complex vectors
complex vectors, conjugated
real vectors
element with the largest absolute value
element with the largest absolute value of real part and its index
element with the smallest absolute value
Euclidean norm
Givens rotation
linear combination of vectors
?axpby
?axpy
rotation of points
sparse vectors
sum of vectors
?axpby
?axpy
swapping
vector-scalar product
vectors
?asum
?rotmg
?rotm
adding magnitudes of vector elements
modified Givens transformation parameters
rotation of points in the modified plane
viRngBernoulli
viRngBinomial
viRngGeometric
viRngHypergeometric
viRngNegbinomial
viRngPoisson
viRngPoissonv
viRngUniform
viRngUniformBits
viRngUniformBits32
viRngUniformBits64
VM
Vector Mathematical Functions
Functions Interface
Input Parameters
Output Parameters
VM arithmetic functions
VM exponential and logarithmic functions
VM functions
v?Abs
v?Acos
v?Acosh
v?Add
v?Arg
v?Asin
v?Asinh
v?Atan
v?Atan2
v?Atanh
v?Cbrt
v?CdfNorm
v?CdfNormInv
v?Ceil
v?CIS
v?Conj
v?Cos
v?Cosh
v?Div
v?Erf
v?Erfc
v?ErfcInv
v?ErfInv
v?Exp
v?Expm1
v?Floor
v?Frac
v?Hypot
v?Inv
v?InvCbrt
v?InvSqrt
v?LGamma
v?LinearFrac
v?Ln
v?Log10
v?Log1p
v?Modf
v?Mul
v?MulByConj
v?NearbyInt
v?Pow
v?Pow2o3
v?Pow3o2
v?Powx
v?Rint
v?Round
v?Sin
v?SinCos
v?Sinh
v?Sqr
v?Sqrt
v?Sub
v?Tan
v?Tanh
v?TGamma
v?Trunc
v?Pack
v?Unpack
vmlClearErrorCallBack
vmlclearerrstatus
vmlGetErrorCallBack
vmlgeterrstatus
vmlgetmode
vmlSetErrorCallBack
vmlSetErrStatus
vmlSetMode
mathematical functions
v?Abs
v?Acos
v?Acosh
v?Add
v?Arg
v?Asin
v?Asinh
v?Atan
v?Atan2
v?Atanh
v?Cbrt
v?CdfNorm
v?CdfNormInv
v?Ceil
v?CIS
v?Conj
v?Cos
v?Cosh
v?Div
v?Erf
v?Erfc
v?ErfcInv
v?ErfInv
v?Exp
v?Expm1
v?Floor
v?Frac
v?Hypot
v?Inv
v?InvCbrt
v?InvSqrt
v?LGamma
v?LinearFrac
v?Ln
v?Log10
v?Log1p
v?Modf
v?Mul
v?MulByConj
v?NearbyInt
v?Pow
v?Pow2o3
v?Pow3o2
v?Powx
v?Rint
v?Round
v?Sin
v?SinCos
v?Sinh
v?Sqr
v?Sqrt
v?Sub
v?Tan
v?Tanh
v?TGamma
v?Trunc
v?Abs
v?Acos
v?Acosh
v?Add
v?Arg
v?Asin
v?Asinh
v?Atan
v?Atan2
v?Atanh
v?Cbrt
v?CdfNorm
v?CdfNormInv
v?Ceil
v?CIS
v?Conj
v?Cos
v?Cosh
v?Div
v?Erf
v?Erfc
v?ErfcInv
v?ErfInv
v?Exp
v?Expm1
v?Floor
v?Frac
v?Hypot
v?Inv
v?InvCbrt
v?InvSqrt
v?LGamma
v?LinearFrac
v?Ln
v?Log10
v?Log1p
v?Modf
v?Mul
v?MulByConj
v?NearbyInt
v?Pow
v?Pow2o3
v?Pow3o2
v?Powx
v?Rint
v?Round
v?Sin
v?SinCos
v?Sinh
v?Sqr
v?Sqrt
v?Sub
v?Tan
v?Tanh
v?TGamma
v?Trunc
pack/unpack functions
v?Pack
v?Unpack
v?Pack
v?Unpack
service functions
vmlClearErrorCallBack
vmlclearerrstatus
vmlGetErrorCallBack
vmlgeterrstatus
vmlgetmode
vmlSetErrorCallBack
vmlSetErrStatus
vmlSetMode
ClearErrorCallBack
clearerrorstatus
GetErrorCallBack
geterrstatus
getmode
SetErrorCallBack
SetErrStatus
SetMode
VM functions
v?ExpInt1
mathematical functions
v?ExpInt1
v?ExpInt1
VM hyperbolic functions
VM mathematical functions
Arithmetic Functions
Exponential and Logarithmic Functions
Hyperbolic Functions
Miscellaneous VM Functions
Power and Root Functions
Rounding Functions
Special Functions
Special Value Notations
Trigonometric Functions
arithmetic
exponential and logarithmic
hyperbolic
miscellaneous
power and root
rounding
special
special value notations
trigonometric
VM Mathematical Functions
VM miscellaneous functions
VM Pack Functions
VM Pack/Unpack Functions
VM power and root functions
VM rounding functions
VM Service Functions
VM special functions
VM trigonometric functions
vmcAbs
vmcAcos
vmcAcosh
vmcAdd
vmcArg
vmcAsin
vmcAsinh
vmcAtan
vmcAtanh
vmcCIS
vmcConj
vmcCos
vmcCosh
vmcDiv
vmcExp
vmcLn
vmcLog10
vmcMul
vmcMulByConj
vmcPow
vmcPowx
vmcSin
vmcSinh
vmcSqrt
vmcSub
vmcTan
vmcTanh
vmdAbs
vmdAcos
vmdAcosh
vmdacospi
vmdAdd
vmdAsin
vmdAsinh
vmdasinpi
vmdAtan
vmdAtan2
vmdatan2pi
vmdAtanh
vmdatanpi
vmdCbrt
vmdCdfNorm
vmdCdfNormInv
vmdCeil
vmdcopysign
vmdCos
vmdcosd
vmdCosh
vmdcospi
vmdDiv
vmdErf
vmdErfc
vmdErfcInv
vmdErfInv
vmdExp
vmdexp10
vmdexp2
vmdExpInt1
vmdExpm1
vmdfdim
vmdFloor
vmdfmax
vmdfmin
vmdfmod
vmdFrac
vmdHypot
vmdInv
vmdInvCbrt
vmdInvSqrt
vmdLn
vmdLog10
vmdLog1p
vmdlog2
vmdlogb
vmdmaxmag
vmdminmag
vmdModf
vmdMul
vmdNearbyInt
vmdnextafter
vmdPow
vmdPow2o3
vmdPow3o2
vmdpowr
vmdPowx
vmdremainder
vmdRint
vmdRound
vmdSin
vmdSinCos
vmdsind
vmdSinh
vmdsinpi
vmdSqr
vmdSqrt
vmdSub
vmdTan
vmdtand
vmdTanh
vmdtanpi
vmdTrunc
vmlClearErrorCallBack
vmlclearerrstatus
vmlGetErrorCallBack
vmlgeterrstatus
vmlgetmode
vmlSetErrorCallBack
vmlSetErrorStatus
vmlSetErrStatus
vmlSetMode
vmsAbs
vmsAcos
vmsAcosh
vmsacospi
vmsAdd
vmsAsin
vmsAsinh
vmsasinpi
vmsAtan
vmsAtan2
vmsatan2pi
vmsAtanh
vmsatanpi
vmsCbrt
vmsCdfNorm
vmsCdfNormInv
vmsCeil
vmscopysign
vmsCos
vmscosd
vmsCosh
vmscospi
vmsDiv
vmsErf
vmsErfc
vmsErfcInv
vmsErfInv
vmsExp
vmsexp10
vmsexp2
vmsExpInt1
vmsExpm1
vmsfdim
vmsFloor
vmsfmax
vmsfmin
vmsfmod
vmsFrac
vmsHypot
vmsInv
vmsInvCbrt
vmsInvSqrt
vmsLn
vmsLog10
vmsLog1p
vmslog2
vmslogb
vmsmaxmag
vmsminmag
vmsModf
vmsMul
vmsNearbyInt
vmsnextafter
vmsPow
vmsPow2o3
vmsPow3o2
vmspowr
vmsPowx
vmsremainder
vmsRint
vmsRound
vmsSin
vmsSinCos
vmssind
vmsSinh
vmssinpi
vmsSqr
vmsSqrt
vmsSub
vmsTan
vmstand
vmsTanh
vmstanpi
vmsTrunc
vmzAbs
vmzAcos
vmzAcosh
vmzAdd
vmzArg
vmzAsin
vmzAsinh
vmzAtan
vmzAtanh
vmzCIS
vmzConj
vmzCos
vmzCosh
vmzDiv
vmzExp
vmzLn
vmzLog10
vmzMul
vmzMulByConj
vmzPow
vmzPowx
vmzSin
vmzSinh
vmzSqrt
vmzSub
vmzTan
vmzTanh
VS Fortran header
VS routines
vslGetBrngProperties
vslConvCopyTask/vslCorrCopyTask
vslConvDeleteTask/vslCorrDeleteTask
vslConvExec/vslCorrExec
vslConvExec1D/vslCorrExec1D
vslConvExecX/vslCorrExecX
vslConvExecX1D/vslCorrExecX1D
vslConvNewTask/vslCorrNewTask
vslConvNewTask1D/vslCorrNewTask1D
vslConvNewTaskX/vslCorrNewTaskX
vslConvNewTaskX1D/vslCorrNewTaskX1D
vslConvSetInternalPrecision/vslCorrSetInternalPrecision
vRngBernoulli
vRngBeta
vRngBinomial
vRngCauchy
vRngExponential
vRngGamma
vRngGaussian
vRngGaussianMV
vRngGeometric
vRngGumbel
vRngHypergeometric
vRngLaplace
vRngLognormal
vRngMultinomial
vRngNegBinomial
vRngPoisson
vRngPoissonV
vRngRayleigh
vRngUniform Continuous Distribution Generators
vRngUniform Discrete Distribution Generators
vRngUniformBits
vRngUniformBits32
vRngUniformBits64
vRngWeibull
vslCopyStream
vslCopyStreamState
vslDeleteStream
vsldNewAbstractStream
vslGetNumRegBrngs
vslGetStreamSize
vslGetStreamStateBrng
vsliNewAbstractStream
vslLeapfrogStream
vslLoadStreamF
vslLoadStreamM
vslNewStream
vslNewStreamEx
vslSaveStreamF
vslSaveStreamM
vslSkipAheadStream
vslSkipAheadStreamEx
vslsNewAbstractStream
vslSSCompute
vslSSDeleteTask
vslSSEditCorParameterization
vslSSEditCP
vslSSEditMissingValues
vslSSEditMoments
vslSSEditOutliersDetection
vslSSEditPooledCovariance
vslSSEditQuantiles
vslSSEditRobustCovariance
vslSSEditStreamQuantiles
vslSSEditSums
vslSSEditTask
vslSSNewTask
advanced service routines
vslGetBrngProperties
GetBrngProperties
convolution/correlation
vslConvCopyTask/vslCorrCopyTask
vslConvDeleteTask/vslCorrDeleteTask
vslConvExec/vslCorrExec
vslConvExec1D/vslCorrExec1D
vslConvExecX/vslCorrExecX
vslConvExecX1D/vslCorrExecX1D
vslConvNewTask/vslCorrNewTask
vslConvNewTask1D/vslCorrNewTask1D
vslConvNewTaskX/vslCorrNewTaskX
vslConvNewTaskX1D/vslCorrNewTaskX1D
vslConvSetInternalPrecision/vslCorrSetInternalPrecision
CopyTask
DeleteTask
Exec
Exec1D
ExecX
ExecX1D
NewTask
NewTask1D
NewTaskX
NewTaskX1D
SetInternalPrecision
generator routines
vRngBernoulli
vRngBeta
vRngBinomial
vRngCauchy
vRngExponential
vRngGamma
vRngGaussian
vRngGaussianMV
vRngGeometric
vRngGumbel
vRngHypergeometric
vRngLaplace
vRngLognormal
vRngMultinomial
vRngNegBinomial
vRngPoisson
vRngPoissonV
vRngRayleigh
vRngUniform Continuous Distribution Generators
vRngUniform Discrete Distribution Generators
vRngUniformBits
vRngUniformBits32
vRngUniformBits64
vRngWeibull
Bernoulli
Beta
Binomial
Cauchy
Exponential
Gamma
Gaussian
GaussianMV
Geometric
Gumbel
Hypergeometric
Laplace
Lognormal
Multinomial
NegBinomial
Poisson
PoissonV
Rayleigh
Uniform (continuous)
Uniform (discrete)
UniformBits
UniformBits32
UniformBits64
Weibull
service routines
vslCopyStream
vslCopyStreamState
vslDeleteStream
vsldNewAbstractStream
vslGetNumRegBrngs
vslGetStreamSize
vslGetStreamStateBrng
vsliNewAbstractStream
vslLeapfrogStream
vslLoadStreamF
vslLoadStreamM
vslNewStream
vslNewStreamEx
vslSaveStreamF
vslSaveStreamM
vslSkipAheadStream
vslSkipAheadStreamEx
vslsNewAbstractStream
CopyStream
CopyStreamState
DeleteStream
dNewAbstractStream
GetNumRegBrngs
GetStreamSize
GetStreamStateBrng
iNewAbstractStream
LeapfrogStream
LoadStreamF
LoadStreamM
NewStream
NewStreamEx
SaveStreamF
SaveStreamM
SkipAheadStream
SkipAheadStreamEx
sNewAbstractStream
summary statistics
vslSSCompute
vslSSDeleteTask
vslSSEditCorParameterization
vslSSEditCP
vslSSEditMissingValues
vslSSEditMoments
vslSSEditOutliersDetection
vslSSEditPooledCovariance
vslSSEditQuantiles
vslSSEditRobustCovariance
vslSSEditStreamQuantiles
vslSSEditSums
vslSSEditTask
vslSSNewTask
Compute
DeleteTask
EditCorParameterization
EditCP
EditMissingValues
EditMoments
EditOutliersDetection
EditPooledCovariance
EditQuantiles
EditRobustCovariance
EditStreamQuantiles
EditSums
EditTask
NewTask
VS routines
vRngChiSquare
vslSSEditCovCor
generator routines
vRngChiSquare
Gamma
summary statistics
vslSSEditCovCor
EditCovCor
VS routines:convolution/correlation
vslConvSetDecimation/vslCorrSetDecimation
vslConvSetMode/vslCorrSetMode
vslConvSetStart/vslCorrSetStart
SetInternalDecimation
SetMode
SetStart
VS task
vsAbs
vsAcos
vsAcosh
vsacospi
vsAdd
vsAsin
vsAsinh
vsasinpi
vsAtan
vsAtan2
vsatan2pi
vsAtanh
vsatanpi
vsCbrt
vsCdfNorm
vsCdfNormInv
vsCeil
vscopysign
vsCos
vscosd
vsCosh
vscospi
vsDiv
vsErf
vsErfc
vsErfcInv
vsErfInv
vsExp
vsexp10
vsexp2
vsExpInt1
vsExpm1
vsfdim
vsFloor
vsfmax
vsfmin
vsfmod
vsFrac
vsHypot
vsInv
vsInvCbrt
vsInvSqrt
vslConvCopyTask
vslConvDeleteTask
vslConvSetDecimation
vslConvSetInternalPrecision
vslConvSetMode
vslConvSetStart
vslCopyStream
vslCopyStreamState
vslCorrCopyTask
vslCorrDeleteTask
vslCorrSeDecimation
vslCorrSetInternalPrecision
vslCorrSetMode
vslCorrSetStart
vsldConvExec
vsldConvExec1D
vsldConvExecX
vsldConvExecX1D
vsldConvNewTask
vsldConvNewTask1D
vsldConvNewTaskX
vsldConvNewTaskX1D
vsldCorrExec
vsldCorrExec1D
vsldCorrExecX
vsldCorrExecX1D
vsldCorrNewTask
vsldCorrNewTask1D
vsldCorrNewTaskX
vsldCorrNewTaskX1D
vslDeleteStream
vsldNewAbstractStream
vsldsscompute
vsldSSCompute
vsldsseditcorparameterization
vsldSSEditCorParameterization
vsldsseditcovcor
vsldSSEditCovCor
vsldsseditcp
vsldSSEditCP
vsldsseditmissingvalues
vsldSSEditMissingValues
vsldsseditmoments
vsldSSEditMoments
vsldsseditoutliersdetection
vsldSSEditOutliersDetection
vsldsseditpartialcovcor
vsldSSEditPartialCovCor
vsldsseditpooledcovariance
vsldSSEditPooledCovariance
vsldsseditquantiles
vsldSSEditQuantiles
vsldsseditrobustcovariance
vsldSSEditRobustCovariance
vsldsseditstreamquantiles
vsldSSEditStreamQuantiles
vsldsseditsums
vsldSSEditSums
vsldssedittask
vsldSSEditTask
vsldssnewtask
vsldSSNewTask
vslgamma
vsLGamma
vslGetBrngProperties
vslGetNumRegBrngs
vslGetStreamStateBrng
vsLinearFrac
vsliNewAbstractStream
vslissedittask
vsliSSEditTask
vslLeapFrogStream
vslLoadStreamF
vsLn
vslNewStream
vslNewStreamEx
vsLog10
vsLog1p
vslog2
vslogb
vslSaveStreamF
vslsConvExec
vslsConvExec1D
vslsConvExecX
vslsConvExecX1D
vslsConvNewTask
vslsConvNewTask1D
vslsConvNewTaskX
vslsConvNewTaskX1D
vslsCorrExec
vslsCorrExec1D
vslsCorrExecX
vslsCorrExecX1D
vslsCorrNewTask
vslsCorrNewTask1D
vslsCorrNewTaskX
vslsCorrNewTaskX1D
vslSkipAheadStream
vslSkipAheadStreamEx
vslsNewAbstractStream
vslssdeletetask
vslSSDeleteTask
vslssscompute
vslsSSCompute
vslssseditcorparameterization
vslsSSEditCorParameterization
vslssseditcovcor
vslsSSEditCovCor
vslssseditcp
vslsSSEditCP
vslssseditmissingvalues
vslsSSEditMissingValues
vslssseditmoments
vslsSSEditMoments
vslssseditoutliersdetection
vslsSSEditOutliersDetection
vslssseditpartialcovcor
vslsSSEditPartialCovCor
vslssseditpooledcovariance
vslsSSEditPooledCovariance
vslssseditquantiles
vslsSSEditQuantiles
vslssseditrobustcovariance
vslsSSEditRobustCovariance
vslssseditstreamquantiles
vslsSSEditStreamQuantiles
vslssseditsums
vslsSSEditSums
vslsssedittask
vslsSSEditTask
vslsssnewtask
vslsSSNewTask
vsmaxmag
vsminmag
vsModf
vsMul
vsNearbyInt
vsnextafter
vsPackI
vsPackM
vsPackV
vsPow
vsPow2o3
vsPow3o2
vspowr
vsPowx
vsremainder
vsRint
vsRngBeta
vsRngCauchy
vsRngExponential
vsRngGamma
vsRngGaussian
vsRngGaussianMV
vsRngGumbel
vsRngLaplace
vsRngLognormal
vsRngRayleigh
vsRngUniform
vsRngWeibull
vsRound
vsSin
vsSinCos
vssind
vsSinh
vssinpi
vsSqr
vsSqrt
vsSub
vsTan
vstand
vsTanh
vstanpi
vstgamma
vsTGamma
vsTrunc
vsUnpackI
vsUnpackM
vsUnpackV
vzAbs
vzAcos
vzAcosh
vzAdd
vzArg
vzAsin
vzAsinh
vzAtan
vzAtanh
vzCIS
vzConj
vzCos
vzCosh
vzDiv
vzExp
vzLinearFrac
vzLn
vzLog10
vzMul
vzMulByConj
vzPackI
vzPackM
vzPackV
vzPow
vzPowx
vzSin
vzSinh
vzSqrt
vzSub
vzTan
vzTanh
vzUnpackI
vzUnpackM
vzUnpackV
Weibull
Wilkinson transform
xerbla
xerbla_array
xerbla, error reporting routine
PBLAS Routines
VM Error Diagnostics
BLAS and Sparse BLAS Routines
zaxpby
zaxpy
zaxpyi
zbbcsd
zbdsqr
zcgesv
zcombamax1
zcopy
zcposv
zdbtf2
zdbtrf
zdla_gercond_c
zdla_gercond_x
zdotc
zdotci
zdotu
zdotui
zdscal
zdtsvb
zdttrf
zdttrfb
zdttrsb
zdttrsv
zgamn2d
zgamx2d
zgbcon
zgbequ
zgbequb
zgbmv
zgbrfs
zgbrfsx
zgbsv
zgbsvx
zgbsvxx
zgbtf2
zgbtrf
zgbtrs
zgebak
zgebal
zgebd2
zgebr2d
zgebrd
zgebs2d
zgecon
zgeequ
zgeequb
zgees
zgeesx
zgeev
zgeevx
zgehd2
zgehrd
zgelq
zgelq2
zgelqf
zgelqt
zgelqt3
zgels
zgelsd
zgelss
zgelsy
zgem2vc
zgemlq
zgemlqt
zgemm
zgemm_batch
zgemm3m
zgemm3m_batch
zgemmt
zgemqr
zgemqrt
zgemv
zgeql2
zgeqlf
zgeqp3
zgeqpf
zgeqr
zgeqr2
zgeqr2p
zgeqrf
zgeqrfp
zgeqrt
zgeqrt2
zgeqrt3
zgerc
zgerfs
zgerfsx
zgerq2
zgerqf
zgeru
zgerv2d
zgesc2
zgesd2d
zgesdd
zgesv
zgesvd
zgesvdx
zgesvx
zgesvxx
zgetc2
zgetf2
zgetrf
zgetrf2
zgetri
?getri
mkl_?getrinp
zgetrs
zgetsls
zggbak
zggbal
zgges
zgges3
zggesx
zggev
zggev3
zggevx
zggglm
zgghd3
zgghrd
zgglse
zggqrf
zggrqf
zggsvd
zggsvd3
zggsvp
zggsvp3
zgsum2d
zgtcon
zgthr
zgthrz
zgtrfs
zgtsv
zgtsvx
zgttrf
zgttrs
zgtts2
zhbev
zhbevd
zhbevx
zhbgv
zhbgvd
zhbgvx
zhbmv
zhbtrd
zhecon
zhecon_3
zhecon_rook
zheequb
zheev
zheevd
zheevr
zheevx
zhegs2
zhegst
zhegv
zhegvd
zhegvx
zhemm
zhemv
zher
zher2
zher2k
zherdb
zherfs
zherfsx
zherk
zhesv
zhesv_aa
zhesv_rk
zhesv_rook
zhesvx
zhesvxx
zheswapr
zhetd2
zhetf2
zhetf2_rook
zhetrd
zhetrf
zhetrf_aa
zhetrf_rk
zhetrf_rook
zhetri
zhetri_3
zhetri_rook
zhetri2
zhetri2x
zhetrs
zhetrs_3
zhetrs_aa
zhetrs_rook
zhetrs2
zhfrk
zhgeqz
zhpcon
zhpev
zhpevd
zhpevx
zhpgst
zhpgv
zhpgvd
zhpgvx
zhprfs
zhpsv
zhpsvx
zhptrd
zhptrf
zhptri
zhptrs
zhsein
zhseqr
zla_gbamv
zla_gbrcond_c
zla_gbrcond_x
zla_gbrfsx_extended
zla_gbrpvgrw
zla_geamv
zla_gerfsx_extended
zla_gerpvgrw
zla_heamv
zla_hercond_c
zla_hercond_x
zla_herfsx_extended
zla_herpvgrw
zla_lin_berr
zla_porcond_c
zla_porcond_x
zla_porfsx_extended
zla_porpvgrw
zla_syamv
zla_syrcond_c
zla_syrcond_x
zla_syrfsx_extended
zla_syrpvgrw
zla_wwaddw
zlabrd
zlacgv
zlacn2
zlacon
zlacp2
zlacpy
zlacrm
zlacrt
zladiv
zlaed0
zlaed7
zlaed8
zlaein
zlaesy
zlaev2
zlag2c
zlags2
zlagtm
zlahef
zlahef_aa
zlahef_rook
zlahqr
zlahqr2
zlahr2
zlahrd
zlaic1
zlakf2
zlals0
zlalsa
zlalsd
zlamsh
zlamswlq
zlamtsqr
zlangb
zlange
zlangt
zlanhb
zlanhe
zlanhf
zlanhp
zlanhs
zlanht
zlansb
zlansp
zlansy
zlantb
zlantp
zlantr
zlapll
zlapmr
zlapmt
zlaqgb
zlaqge
zlaqhb
zlaqhe
zlaqhp
zlaqp2
zlaqps
zlaqr0
zlaqr1
zlaqr2
zlaqr3
zlaqr4
zlaqr5
zlaqsb
zlaqsp
zlaqsy
zlaqz0
zlar1v
zlar2v
zlarcm
zlaref
zlarf
zlarfb
zlarfg
zlarfgp
zlarfp
zlarft
zlarfx
zlarfy
zlarge
zlargv
zlarnd
zlarnv
zlaror
zlarot
zlarrv
zlarscl2
zlartg
zlartv
zlarz
zlarzb
zlarzt
zlascl
zlascl2
zlaset
zlasr
zlassq
zlaswlq
zlaswp
zlasyf
zlasyf_aa
zlasyf_rook
zlat2c
zlatbs
zlatdf
zlatm1
zlatm2
zlatm3
zlatm5
zlatm6
zlatme
zlatmr
zlatms
zlatps
zlatrd
zlatrs
zlatrz
zlatsqr
zlauu2
zlauum
zpbequ
zpbocon
zpbrfs
zpbsv
zpbsvx
zpbtf2
zpbtrf
zpbtrs
zpftrf
zpftri
zpftrs
zpocon
zpoequ
zpoequb
zporfs
zporfsx
zposv
zposvx
zposvxx
zpotf2
zpotrf
zpotrf2
zpotri
zpotrs
zppcon
zppequ
zpprfs
zppsv
zppsvx
zpptrf
zpptri
zpptrs
zpstf2
zpstrf
zptcon
zpteqr
zptrfs
zptsv
zptsvx
zpttrf
zpttrs
zpttrsv
zptts2
zrot
zrotg
zrscl
zscal
zsctr
zspcon
zspmv
zspr
zsprfs
zspsv
zspsvx
zsptrf
zsptri
zsptrs
zstedc
zstegr
zstein
zstemr
zsteqr
zswap
zsycon
zsycon_3
zsycon_rook
zsyconv
zsyequb
zsymm
zsymv
zsyr
zsyr2k
zsyrfs
zsyrfsx
zsyrk
zsysv
zsysv_aa
zsysv_rk
zsysv_rook
zsysvx
zsysvxx
zsyswapr
zsyswapr1
zsytf2
zsytf2_rook
zsytrf
zsytrf_aa
zsytrf_rk
zsytrf_rook
zsytri
zsytri_3
zsytri_rook
zsytri2
zsytri2x
zsytrs
zsytrs_3
zsytrs_aa
zsytrs_rook
zsytrs2
ztbcon
ztbmv
ztbrfs
ztbsv
ztbtrs
ztfsm
ztftri
ztfttp
ztfttr
ztgevc
ztgex2
ztgexc
ztgsen
ztgsja
ztgsna
ztgsy2
ztgsyl
ztpcon
ztplqt
ztplqt2
ztpmlqt
ztpmqrt
ztpmv
ztpqrt
?tpqrt
?tpqrt2
ztprfb
ztprfs
ztpsv
ztptri
ztptrs
ztpttf
ztpttr
ztrbr2d
ztrbs2d
ztrcon
ztrevc
ztrexc
ztrmm
ztrmv
ztrmvt
ztrrfs
ztrrv2d
ztrsd2d
ztrsen
ztrsm
ztrsm_batch
ztrsna
ztrsv
ztrsyl
ztrti2
ztrtri
ztrtrs
ztrttf
ztrttp
ztzrzf
zunbdb
zunbdb1
zunbdb2
zunbdb3
zunbdb4
zunbdb5
zunbdb6
zuncsd
zuncsd2by1
zung2l
zung2r
zungbr
zunghr
zungl2
zunglq
zungql
zungqr
zungr2
zungrq
zungtr
zunm22
zunm2l
zunm2r
zunmbr
zunmhr
zunml2
zunmlq
zunmql
zunmqr
zunmr2
zunmr3
zunmrq
zunmrz
zunmtr
zupgtr
zupmtr