Function Description

?gbmv

s, d, c, z

Computes the product of a vector and a band matrix.

?gemv

s, d, c, z

Computes the product of a vector and a matrix.

?ger

s, d

Performs a rank-1 update of a general matrix.

?gerc

c, z

Performs a rank-1 update of a complex general matrix.

?geru

c, z

Performs a rank-1 update of a general conjugate matrix.

?hbmv

c, z

Computes the product of a vector and a Hermitian band matrix.

?hemv

c, z

Computes the product of a vector and a Hermitian matrix.

?her

c, z

Performs a rank-1 update of a complex Hermitian matrix.

?her2

c, z

Performs a rank-2 update of a complex Hermitian matrix.

?hpmv

c, z

Computes the product of a vector and a triangular expanded Hermitian matrix.

?hpr

c, z

Performs a rank-1 update of a triangular expanded Hermitian matrix.

?hpr2

c, z

Performs a rank-2 update of a triangular expanded Hermitian matrix.

?sbmv

s, d

Computes the product of a vector and a symmetric band matrix.

?spmv

s, d

Computes the product of a vector and a packed symmetric matrix.

?spr

s, d

Performs a rank-1 update of a symmetric expanded matrix.

?spr2

s, d

Performs a rank-2 update of a symmetric expanded matrix.

?symv

s, d

Computes the product of a vector and a symmetric matrix.

?syr

s, d

Performs a rank-1 update of a symmetric matrix.

?syr2

s, d

Performs a rank-2 update of a symmetric matrix.

?tbmv

s, d, c, z

Computes the product of a vector and a triangular band matrix.

?tbsv

s, d, c, z

Solves a linear system of equations with a triangular band coefficient matrix.

?tpmv

s, d, c, z

Computes the product of a vector and a packed triangular matrix.

?tpsv

s, d, c, z

Solves a linear system of equations with a packed triangular coefficient matrix.

?trmv

s, d, c, z

Computes the product of a vector and a triangular matrix.

?trsv

s, d, c, z

Solves a linear system of equations with a triangular coefficient matrix.