?asum
?axpy
?copy
?dot
?dotc
?dotu
?gbmv
?gebrd
?gemm
gemm
gemm (USM Version)
?gemm_batch
?gemv
?geqrf
?ger
?gerc
?gerqf
?geru
?gesvd
?getrf
?getri
?getrs
?heevd
?hegvd
?hemm
hemm (USM Version)
hemm
?hemv
?her
?her2
?her2k
her2k (USM Version)
her2k
?herk
herk (USM Version)
herk
?hetrd
?hetrf
?hpmv
?hpr
?hpr2
?nrm2
?orgbr
?orgqr
?orgtr
?ormqr
?ormrq
?ormtr
?potrf
?potri
?potrs
?rot
?rotg
?rotm
?rotmg
?sbmv
?scal
?sdot
?spmv
?spr
?spr2
?swap
?syevd
?sygvd
?symm
symm (USM Version)
symm
?symv
?syr
?syr2
?syr2k
syr2k (USM Version)
syr2k
?syrk
syrk
syrk (USM Version)
?sytrd
?sytrf
?tbmv
?tbsv
?tpmv
?tpsv
?trmm
trmm
trmm (USM Version)
?trmv
?trsm
trsm (USM Version)
trsm
?trsm_batch
?trsv
?trtrs (LAPACK)
?ungbr
?ungqr
?ungtr
?unmqr
?unmrq
?unmtr
absolute value of a vector element
iamax
iamin
largest
smallest
adding magnitudes of the vector elements
amax
asum
Bernoulli
Beta
Binomial
BLAS Level 1 routines
BLAS Level 1 Routines and Functions
axpy
copy
nrm2
rot
rotg
scal
swap
iamax
iamin
?asum
?axpy
BLAS Level 1 Routines and Functions
axpy
?cabs1
?copy
BLAS Level 1 Routines and Functions
copy
?dot
?dotc
?dotu
?nrm2
nrm2
BLAS Level 1 Routines and Functions
?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
?swap
swap
BLAS Level 1 Routines and Functions
i?amax
iamax
BLAS Level 1 Routines and Functions
i?amin
iamin
BLAS Level 1 Routines and Functions
BLAS Level 1 routines
asum
dot
dotc
dotu
rotm
rotmg
sdsdot
?asum
?dot
?dotc
?dotu
?rotm
?rotmg
?sdot
BLAS Level 2 routines
BLAS Level 2 Routines
gbmv
gemv
ger
gerc
geru
hbmv
hemv
her
her2
hpmv
hpr
hpr2
sbmv
spmv
spr
spr2
symv
syr
syr2
tbmv
tbsv
tpmv
tpsv
trmv
trsv
?gbmv
BLAS Level 2 Routines
gbmv
?gemv
BLAS Level 2 Routines
gemv
?ger
BLAS Level 2 Routines
ger
?gerc
BLAS Level 2 Routines
gerc
?geru
BLAS Level 2 Routines
geru
?hbmv
BLAS Level 2 Routines
hbmv
?hemv
BLAS Level 2 Routines
hemv
?her
BLAS Level 2 Routines
her
?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
BLAS Level 2 Routines
sbmv
?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
BLAS Level 2 Routines
tbsv
?tpmv
BLAS Level 2 Routines
tpmv
?tpsv
BLAS Level 2 Routines
tpsv
?trmv
BLAS Level 2 Routines
trmv
?trsv
trsv
BLAS Level 2 Routines
BLAS Level 3 routines
gemm
gemm (USM Version)
BLAS Level 3 Routines
gemm_batch
hemm (USM Version)
hemm
her2k (USM Version)
her2k
herk (USM Version)
herk
symm (USM Version)
symm
syr2k (USM Version)
syr2k
syrk
syrk (USM Version)
trmm
trmm (USM Version)
trsm (USM Version)
trsm
?gemm
gemm
gemm (USM Version)
BLAS Level 3 Routines
?gemm_batch
?hemm
hemm (USM Version)
hemm
BLAS Level 3 Routines
?her2k
her2k (USM Version)
her2k
BLAS Level 3 Routines
?herk
herk (USM Version)
BLAS Level 3 Routines
herk
?symm
symm (USM Version)
symm
BLAS Level 3 Routines
?syr2k
syr2k (USM Version)
syr2k
BLAS Level 3 Routines
?syrk
syrk
syrk (USM Version)
BLAS Level 3 Routines
?trmm
trmm
trmm (USM Version)
BLAS Level 3 Routines
?trsm
trsm (USM Version)
BLAS Level 3 Routines
trsm
BLAS Level 3 routines
trsm_batch
?trsm_batch
BLAS routines
BLAS and Sparse BLAS Routines
routine groups
BLAS-like extensions
BLAS-like Extensions
gemm_bias
gemmt (USM Version)
gemmt
gemm_bias
gemmt
gemmt (USM Version)
gemmt
Bunch-Kaufman factorization
hetrf
sytrf
Hermitian matrix
symmetric matrix
Cauchy
cdotc
cgebrd
cgemm
cgemm_batch
cgemv
cgerqf
cgetri
cheevd
chegvd
chemm
cher2k
cherk
chetrd
chetrf
Cholesky factorization
potrf
Hermitian positive-definite matrix
symmetric positive-definite matrix
Continuous Distribution Generators
Distributions
Device Distributions
copying
copy
vectors
cpotri
cpotrs
crotg
cswap
csymm
csyr2k
csyrk
csytrf
ctrmm
ctrsm
ctrsm_batch
ctrtrs
cungbr
cungqr
cungtr
cunmqr
cunmrq
cunmtr
dasum
dgebrd
dgemm
dgemm_batch
dgemv
dgerqf
dgetri
Discrete Distribution Generators
Distributions
Device Distributions
Distribution Generators
Distributions
Device Distributions
dorgbr
dorgtr
dormrq
dormtr
dot product
dotc
dotu
dot
sdsdot
complex vectors, conjugated
complex vectors, unconjugated
real vectors
real vectors (double precision)
dotc
dpotri
dpotrs
drotg
drotm
drotmg
dswap
dsyevd
dsygvd
dsymm
dsyr2k
dsyrk
dsytrd
dsytrf
dtrmm
dtrsm
dtrsm_batch
dtrtrs
dzasum
dzgemm
Enter index keyword
Data Types
Introduction to the Intel® oneAPI Math Kernel Library (oneMKL) BLAS and LAPACK with DPC++
Overview of Intel® oneMKL BLAS Routines for Data Parallel C++
Overview of Intel® oneAPI Math Kernel Library (oneMKL) LAPACK for DPC++
error handling
BLAS and Sparse BLAS Routines
xerbla
Euclidean norm
nrm2
of a vector
Exponential
finding
iamax
iamin
element of a vector with the largest absolute value
element of a vector with the smallest absolute value
Fourier transform functions
fourier transform
Gamma
mkl::rng::gamma
mkl::rng::chi_square
Gaussian
GaussianMV
gebrd
gemm
gemm_batch
gemm_ext
gemmt
gemmt (USM Version)
gemmt
gemv
general matrix
getri
getrf
gemv
geqrf
ger
gerc
geru
gerqf
gemm_bias
gemm_batch
gemmt (USM Version)
gemm
gemm (USM Version)
gemmt
getrs
inverting matrix
getri
LAPACK
LU factorization
matrix-vector product
gemv
band storage
QR factorization
rank-1 update
rank-1 update, conjugated
rank-1 update, unconjugated
RQ factorization
gerqf
LAPACK
scalar-matrix-matrix product
gemm_bias
gemm_batch
gemmt (USM Version)
gemm
gemm (USM Version)
gemmt
solving systems of linear equations
Geometric
gerqf
getri
Givens rotation
rotg
parameters
Givens rotation
rotmg
modified Givens transformation parameters
Gumbel
heevd
hegvd
hemm
her2k
herk
Hermitian matrix
hetrf
hemv
her
her2
her2k (USM Version)
her2k
herk (USM Version)
herk
hemm (USM Version)
hemm
Bunch-Kaufman factorization
matrix-vector product
hemv
band storage
packed storage
rank-1 update
her
packed storage
rank-2 update
her2
packed storage
rank-2k update
her2k (USM Version)
her2k
rank-k update
herk (USM Version)
herk
scalar-matrix-matrix product
hemm (USM Version)
hemm
Hermitian positive-definite matrix
potrf
potri
potrs
Cholesky factorization
inverting the matrix
solving systems of linear equations
hetrd
hetrf
Hypergeometric
i?amax
i?amin
icamax
idamax
inverse matrix. inverting a matrix
inverting a matrix
getri
potri
general matrix
getri
LAPACK
Hermitian positive-definite matrix
potri
LAPACK
symmetric positive-definite matrix
potri
LAPACK
isamax
izamax
LAPACK routines
hegvd
sygvd
gesvd
heevd
syevd
getri
potri
geqrf
orgqr
ormqr
ungqr
unmqr
gerqf
ormrq
unmrq
orgbr
ungbr
getrs
potrs
trtrs
hetrd
orgtr
ormtr
sytrd
ungtr
unmtr
getrf
hetrf
potrf
sytrf
driver routines
hegvd
sygvd
gesvd
heevd
syevd
generalized symmetric definite eigenproblems
hegvd
sygvd
?hegvd
?sygvd
singular value decomposition
gesvd
?gesvd
symmetric eigenproblems
heevd
syevd
?heevd
?syevd
matrix inversion
getri
potri
?getri
?potri
QR factorization
geqrf
orgqr
ormqr
ungqr
unmqr
?geqrf
?orgqr
?ormqr
?ungqr
?unmqr
RQ factorization
gerqf
ormrq
unmrq
?gerqf
?ormrq
?unmrq
singular value decomposition
orgbr
ungbr
?orgbr
?ungbr
solving linear equations
getrs
potrs
trtrs
?getrs
?potrs
?trtrs
symmetric eigenvalue problems
hetrd
orgtr
ormtr
sytrd
ungtr
unmtr
?hetrd
?orgtr
?ormtr
?sytrd
?ungtr
?unmtr
triangular factorization
getrf
hetrf
potrf
sytrf
?getrf
?hetrf
?potrf
?sytrf
LAPACK routines
gebrd
singular value decomposition
gebrd
?gebrd
Laplace
LeapfrogStream
linear combination of vectors
linear equations, solving
getrs
potrs
trtrs
general matrix
Hermitian positive-definite matrix
symmetric positive-definite matrix
triangular matrix
Lognormal
LU factorization
matrix equation
trsm (USM Version)
trsm
AX = B
trsm (USM Version)
trsm
matrix equation
trsm_batch
AX = B
matrix-matrix operation
gemm_bias
gemm_batch
gemmt (USM Version)
gemm
gemm (USM Version)
gemmt
her2k (USM Version)
her2k
syr2k (USM Version)
syr2k
herk (USM Version)
herk
syrk
syrk (USM Version)
hemm (USM Version)
hemm
symm (USM Version)
symm
product
gemm_bias
gemm_batch
gemmt (USM Version)
gemm
gemm (USM Version)
gemmt
general matrix
gemm_bias
gemm_batch
gemmt (USM Version)
gemm
gemm (USM Version)
gemmt
rank-2k update
her2k (USM Version)
her2k
syr2k (USM Version)
syr2k
Hermitian matrix
her2k (USM Version)
her2k
symmetric matrix
syr2k (USM Version)
syr2k
rank-k update
herk (USM Version)
herk
Hermitian matrix
herk (USM Version)
herk
rank-n update
syrk
syrk (USM Version)
symmetric matrix
syrk
syrk (USM Version)
scalar-matrix-matrix product
hemm (USM Version)
hemm
symm (USM Version)
symm
Hermitian matrix
hemm (USM Version)
hemm
symmetric matrix
symm (USM Version)
symm
matrix-matrix operation:scalar-matrix-matrix product
trmm
trmm (USM Version)
triangular matrix
trmm
trmm (USM Version)
matrix-vector operation
gbmv
gemv
gerc
geru
ger
her2
syr2
product
gbmv
gemv
Hermitian matrix
real symmetric matrix
triangular matrix
rank-1 update
gerc
geru
ger
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
Multinomial
NegBinomial
orgbr
orgtr
ormrq
ormtr
parameters
rotg
for a Givens rotation
parameters
rotmg
modified Givens transformation
points rotation
rot
in the plane
points rotation
rotm
in the modified plane
Poisson
PoissonV
potri
potrs
product
gemv
hemv
symv
trmv
gemm_bias
gemm_batch
gemmt (USM Version)
gemm
gemm (USM Version)
gemmt
hemm (USM Version)
hemm
symm (USM Version)
symm
trmm
trmm (USM Version)
scal
matrix-vector
gemv
hemv
symv
trmv
general matrix
Hermitian matrix
real symmetric matrix
triangular matrix
scalar-matrix
gemm_bias
gemm_batch
gemmt (USM Version)
gemm
gemm (USM Version)
gemmt
hemm (USM Version)
hemm
general matrix
gemm_bias
gemm_batch
gemmt (USM Version)
gemm
gemm (USM Version)
gemmt
Hermitian matrix
hemm (USM Version)
hemm
scalar-matrix-matrix
gemm_bias
gemm_batch
gemmt (USM Version)
gemm
gemm (USM Version)
gemmt
hemm (USM Version)
hemm
symm (USM Version)
symm
trmm
trmm (USM Version)
general matrix
gemm_bias
gemm_batch
gemmt (USM Version)
gemm
gemm (USM Version)
gemmt
Hermitian matrix
hemm (USM Version)
hemm
symmetric matrix
symm (USM Version)
symm
triangular matrix
trmm
trmm (USM Version)
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
QR factorization
orgqr
ungqr
computing the elements of
orgqr
ungqr
orthogonal matrix Q
unitary matrix Q
rank-1 update
gerc
ger
her
syr
geru
conjugated, general matrix
general matrix
Hermitian matrix
her
packed storage
real symmetric matrix
syr
packed storage
unconjugated, general matrix
rank-2 update
her2
syr2
Hermitian matrix
her2
packed storage
symmetric matrix
syr2
packed storage
rank-2k update
her2k (USM Version)
her2k
syr2k (USM Version)
syr2k
Hermitian matrix
her2k (USM Version)
her2k
symmetric matrix
syr2k (USM Version)
syr2k
rank-k update
herk (USM Version)
herk
Hermitian matrix
herk (USM Version)
herk
rank-n update
syrk
syrk (USM Version)
symmetric matrix
syrk
syrk (USM Version)
Rayleigh
rotation
rot
rotg
of points in the plane
parameters for a Givens rotation
rotation
rotm
rotmg
of points in the modified plane
parameters of modified Givens transformation
rotg
rotm
rotmg
sasum
scalar-matrix product
hemm (USM Version)
symm (USM Version)
gemm_bias
gemm_batch
gemmt (USM Version)
hemm
gemm
symm
gemm (USM Version)
gemmt
scalar-matrix-matrix product
hemm (USM Version)
hemm
general matrix
gemm_bias
gemm_batch
gemmt (USM Version)
gemm
gemm (USM Version)
gemmt
symmetric matrix
symm (USM Version)
symm
triangular matrix
trmm
trmm (USM Version)
scasum
scgemm
sgebrd
sgemm
sgemm_batch
sgemv
sgerqf
sgetri
singular value decomposition
SkipAheadStream
smallest absolute value of a vector element
sorgbr
sorgtr
sormrq
sormtr
spotri
spotrs
srotg
srotm
srotmg
sswap
ssyevd
ssygvd
ssymm
ssyr2k
ssyrk
ssytrd
ssytrf
strmm
strsm
strsm_batch
strtrs
sum
axpy
of vectors
sum
asum
of magnitudes of the vector elements
Summary Statistics
summary statistics usage examples
swap
swapping vectors
syevd
sygvd
symm
symmetric matrix
sytrf
symv
syr
syr2
syr2k (USM Version)
syr2k
syrk
syrk (USM Version)
symm (USM Version)
symm
Bunch-Kaufman factorization
matrix-vector product
symv
band storage
packed storage
rank-1 update
syr
packed storage
rank-2 update
syr2
packed storage
rank-2k update
syr2k (USM Version)
syr2k
rank-n update
syrk
syrk (USM Version)
scalar-matrix-matrix product
symm (USM Version)
symm
symmetric positive-definite matrix
potrf
potri
potrs
Cholesky factorization
inverting the matrix
solving systems of linear equations
potrs
LAPACK
syr2k
syrk
system of linear equations
trsv
with a triangular matrix
trsv
band storage
packed storage
systems of linear equations
sytrd
sytrf
Transposition and General Memory Movement Routines
triangular factorization
getrf
hetrf
sytrf
general matrix
Hermitian matrix
symmetric matrix
triangular matrix
trmv
trmm
trmm (USM Version)
trtrs
trsv
matrix-vector product
trmv
band storage
packed storage
scalar-matrix-matrix product
trmm
trmm (USM Version)
solving systems of linear equations
trtrs
trsv
band storage
packed storage
triangular matrix factorization
potrf
Hermitian positive-definite matrix
symmetric positive-definite matrix
trmm
trsm
trsm_batch
trtrs
ungbr
ungqr
ungtr
Uniform (continuous)
Uniform (discrete)
UniformBits
unmqr
unmrq
unmtr
updating
ger
her
syr
gerc
geru
her2
syr2
her2k (USM Version)
her2k
syr2k (USM Version)
syr2k
herk (USM Version)
herk
syrk
syrk (USM Version)
rank-1
ger
her
syr
general matrix
Hermitian matrix
real symmetric matrix
rank-1, conjugated
gerc
general matrix
rank-1, unconjugated
geru
general matrix
rank-2
her2
syr2
Hermitian matrix
symmetric matrix
rank-2k
her2k (USM Version)
her2k
syr2k (USM Version)
syr2k
Hermitian matrix
her2k (USM Version)
her2k
symmetric matrix
syr2k (USM Version)
syr2k
rank-k
herk (USM Version)
herk
Hermitian matrix
herk (USM Version)
herk
rank-n
syrk
syrk (USM Version)
symmetric matrix
syrk
syrk (USM Version)
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
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?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
vcAbs
vcAcos
vcAcosh
vcAdd
vcArg
vcAsin
vcAsinh
vcAtan
vcAtanh
vcCIS
vcConj
vcCos
vcCosh
vcDiv
vcExp
vcLinearFrac
vcLn
vcLog10
vcMul
vcMulByConj
vcPow
vcPowx
vcSin
vcSinh
vcSqrt
vcSub
vcTan
vcTanh
vdAbs
vdAcos
vdAcosh
vdAdd
vdAsin
vdAsinh
vdAtan
vdAtan2
vdAtanh
vdCbrt
vdCeil
vdCos
vdCosh
vdDiv
vdExp
vdExpInt1
vdExpm1
vdFloor
vdFrac
vdHypot
vdInv
vdInvCbrt
vdInvSqrt
vdlgamma
vdLGamma
vdLinearFrac
vdLn
vdLog10
vdLog1p
vdModf
vdMul
vdNearbyInt
vdPow
vdPow2o3
vdPow3o2
vdPowx
vdRint
vdRound
vdSin
vdSinCos
vdSinh
vdSqr
vdSqrt
vdSub
vdTan
vdTanh
vdtgamma
vdTGamma
vdTrunc
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
lgamma
tgamma
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
frac
floor
rounding towards plus infinity
rounding towards zero
sine
sine and cosine
square root
square root of sum of squares
squaring
subtraction
tangent
Vector Mathematical Functions
vector mathematical functions
expint1
exponential of elements decreased by 1
vector statistics functions
mkl::rng::bernoulli
mkl::rng::binomial
mkl::rng::cauchy
mkl::rng::exponential
mkl::rng::gamma
mkl::rng::gaussian
mkl::rng::gaussian_mv
mkl::rng::geometric
mkl::rng::gumbel
mkl::rng::hypergeometric
mkl::rng::laplace
mkl::rng::leapfrog
mkl::rng::lognormal
mkl::rng::multinomial
mkl::rng::negative_binomial
mkl::rng::poisson
mkl::rng::poisson_v
mkl::rng::rayleigh
mkl::rng::skip_ahead
mkl::rng::uniform (Continuous)
mkl::rng::uniform (Discrete)
mkl::rng::uniform_bits
mkl::rng::weibull
Bernoulli
Binomial
Cauchy
Exponential
Gamma
Gaussian
GaussianMV
Geometric
Gumbel
Hypergeometric
Laplace
LeapfrogStream
Lognormal
Multinomial
NegBinomial
Poisson
PoissonV
Rayleigh
SkipAheadStream
Uniform (continuous)
Uniform (discrete)
UniformBits
Weibull
vector statistics functions
mkl::rng::beta
mkl::rng::chi_square
Beta
Gamma
vector-scalar product
vectors
copy
iamax
iamin
nrm2
rotg
axpy
rot
swap
scal
copying
element with the largest absolute value
element with the smallest absolute value
Euclidean norm
Givens rotation
linear combination of vectors
rotation of points
sum of vectors
swapping
vector-scalar product
vectors
asum
dotu
dotc
dot
rotmg
rotm
adding magnitudes of vector elements
dot product
dotu
dotc
dot
complex vectors
complex vectors, conjugated
real vectors
modified Givens transformation parameters
rotation of points in the modified plane
viRngUniformBits
VM
VM arithmetic functions
VM exponential and logarithmic functions
VM functions
abs
acos
acosh
add
arg
asin
asinh
atan
atan2
atanh
cbrt
cdfnorm
cdfnorminv
ceil
cis
conj
cos
cosh
div
erf
erfc
erfcinv
erfinv
exp
expm1
floor
frac
hypot
inv
invcbrt
invsqrt
lgamma
linearfrac
ln
log10
log1p
modf
mul
mulbyconj
nearbyint
pow
pow2o3
pow3o2
powx
rint
round
sin
sincos
sinh
sqr
sqrt
sub
tan
tanh
tgamma
trunc
get_mode
get_status
clear_status
mathematical functions
abs
acos
acosh
add
arg
asin
asinh
atan
atan2
atanh
cbrt
cdfnorm
cdfnorminv
ceil
cis
conj
cos
cosh
div
erf
erfc
erfcinv
erfinv
exp
expm1
floor
frac
hypot
inv
invcbrt
invsqrt
lgamma
linearfrac
ln
log10
log1p
modf
mul
mulbyconj
nearbyint
pow
pow2o3
pow3o2
powx
rint
round
sin
sincos
sinh
sqr
sqrt
sub
tan
tanh
tgamma
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
service functions
get_mode
get_status
clear_status
SetErrStatus
SetMode
VM functions
expint1
mathematical functions
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 miscellaneous 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
vmdAdd
vmdAsin
vmdAsinh
vmdAtan
vmdAtan2
vmdAtanh
vmdCbrt
vmdCeil
vmdCos
vmdCosh
vmdDiv
vmdExp
vmdExpInt1
vmdExpm1
vmdFloor
vmdFrac
vmdHypot
vmdInv
vmdInvCbrt
vmdInvSqrt
vmdLn
vmdLog10
vmdLog1p
vmdModf
vmdMul
vmdNearbyInt
vmdPow
vmdPow2o3
vmdPow3o2
vmdPowx
vmdRint
vmdRound
vmdSin
vmdSinCos
vmdSinh
vmdSqr
vmdSqrt
vmdSub
vmdTan
vmdTanh
vmdTrunc
vmlSetErrorStatus
vmlSetErrStatus
vmlSetMode
vmsAbs
vmsAcos
vmsAcosh
vmsAdd
vmsAsin
vmsAsinh
vmsAtan
vmsAtan2
vmsAtanh
vmsCbrt
vmsCeil
vmsCos
vmsCosh
vmsDiv
vmsExp
vmsExpInt1
vmsExpm1
vmsFloor
vmsFrac
vmsHypot
vmsInv
vmsInvCbrt
vmsInvSqrt
vmsLn
vmsLog10
vmsLog1p
vmsModf
vmsMul
vmsNearbyInt
vmsPow
vmsPow2o3
vmsPow3o2
vmsPowx
vmsRint
vmsRound
vmsSin
vmsSinCos
vmsSinh
vmsSqr
vmsSqrt
vmsSub
vmsTan
vmsTanh
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 routines
mkl::rng::bernoulli
mkl::rng::binomial
mkl::rng::cauchy
mkl::rng::exponential
mkl::rng::gamma
mkl::rng::gaussian
mkl::rng::gaussian_mv
mkl::rng::geometric
mkl::rng::gumbel
mkl::rng::hypergeometric
mkl::rng::laplace
mkl::rng::lognormal
mkl::rng::multinomial
mkl::rng::negative_binomial
mkl::rng::poisson
mkl::rng::poisson_v
mkl::rng::rayleigh
mkl::rng::uniform (Continuous)
mkl::rng::uniform (Discrete)
mkl::rng::uniform_bits
mkl::rng::weibull
mkl::rng::leapfrog
mkl::rng::skip_ahead
generator routines
mkl::rng::bernoulli
mkl::rng::binomial
mkl::rng::cauchy
mkl::rng::exponential
mkl::rng::gamma
mkl::rng::gaussian
mkl::rng::gaussian_mv
mkl::rng::geometric
mkl::rng::gumbel
mkl::rng::hypergeometric
mkl::rng::laplace
mkl::rng::lognormal
mkl::rng::multinomial
mkl::rng::negative_binomial
mkl::rng::poisson
mkl::rng::poisson_v
mkl::rng::rayleigh
mkl::rng::uniform (Continuous)
mkl::rng::uniform (Discrete)
mkl::rng::uniform_bits
mkl::rng::weibull
Bernoulli
Binomial
Cauchy
Exponential
Gamma
Gaussian
GaussianMV
Geometric
Gumbel
Hypergeometric
Laplace
Lognormal
Multinomial
NegBinomial
Poisson
PoissonV
Rayleigh
Uniform (continuous)
Uniform (discrete)
UniformBits
Weibull
service routines
mkl::rng::leapfrog
mkl::rng::skip_ahead
LeapfrogStream
SkipAheadStream
VS routines
mkl::rng::beta
mkl::rng::chi_square
generator routines
mkl::rng::beta
mkl::rng::chi_square
Beta
Gamma
vsAbs
vsAcos
vsAcosh
vsAdd
vsAsin
vsAsinh
vsAtan
vsAtan2
vsAtanh
vsCbrt
vsCeil
vsCos
vsCosh
vsDiv
vsExp
vsExpInt1
vsExpm1
vsFloor
vsFrac
vsHypot
vsInv
vsInvCbrt
vsInvSqrt
vslgamma
vsLGamma
vsLinearFrac
vslLeapFrogStream
vsLn
vsLog10
vsLog1p
vslSkipAheadStream
vsModf
vsMul
vsNearbyInt
vsPow
vsPow2o3
vsPow3o2
vsPowx
vsRint
vsRound
vsSin
vsSinCos
vsSinh
vsSqr
vsSqrt
vsSub
vsTan
vsTanh
vstgamma
vsTGamma
vsTrunc
vzAbs
vzAcos
vzAcosh
vzAdd
vzArg
vzAsin
vzAsinh
vzAtan
vzAtanh
vzCIS
vzConj
vzCos
vzCosh
vzDiv
vzExp
vzLinearFrac
vzLn
vzLog10
vzMul
vzMulByConj
vzPow
vzPowx
vzSin
vzSinh
vzSqrt
vzSub
vzTan
vzTanh
Weibull
xerbla, error reporting routine
zdotc
zgebrd
zgemm
zgemm_batch
zgemv
zgerqf
zgetri
zheevd
zhegvd
zhemm
zher2k
zherk
zhetrd
zhetrf
zpotri
zpotrs
zrotg
zswap
zsymm
zsyr2k
zsyrk
zsytrf
ztrmm
ztrsm
ztrsm_batch
ztrtrs
zungbr
zungqr
zungtr
zunmqr
zunmrq
zunmtr