Please note that documents marked with an asterisk are new at Release 3
| Chapter Introduction | ||
| F07ADFP | (PDGETRF) LU factorization of real general matrix | |
| F07AEFP | (PDGETRS) Solution of real linear system, matrix already factorized by F07ADFP (PDGETRF) | |
| F07ARFP | (PZGETRF) LU factorization of complex general matrix | |
| F07ASFP | (PZGETRS) Solution of complex linear system, matrix already factorized by F07ARFP (PZGETRF) | |
| F07FDFP | (PDPOTRF) Cholesky factorization of real symmetric positive-definite matrix | |
| F07FEFP | (PDPOTRS) Solution of real symmetric positive-definite linear system, matrix already factorized by F07FDFP (PDPOTRF) | |
| F07FRFP | (PZPOTRF) Cholesky factorization of complex Hermitian positive-definite matrix | |
| F07FSFP | (PZPOTRS) Solution of complex Hermitian positive-definite linear system, matrix already factorized by F07FRFP (PZPOTRF) | |
| * | F07HDFP | (PDPBTRF) Cholesky factorization of real symmetric banded matrix with no pivoting |
| * | F07HEFP | (PDPBTRS) Solution of real symmetric banded linear system, matrix already factorized by F07HDFP (PDPBTRF) |
| * | F07HRFP | (PZPBTRF) Cholesky factorization of complex Hermitian banded matrix with no-pivoting |
| * | F07HSFP | (PZPBTRS) Solution of complex Hermitian banded linear system, matrix already factorized by F07HRFP (PZPBTRF) (complex version of F07HEFP (PDPBTRF)) |
| * | F07JDFP | (PDPTTRF) Cholesky factorization of real symmetric tridiagonal matrix with no-pivoting |
| * | F07JEFP | (PDPTTRS) Solution of real symmetric tridiagonal linear system, matrix already factorized by F07JDFP (PDPTTRF) |
| * | F07JRFP | (PZPTTRF) Factorization of complex Hermitian tridiagonal matrix with no-pivoting |
| * | F07JSFP | (PZPTTRS) Solution of real symmetric tridiagonal linear system, matrix already factorized by F07JRFP (PZPTTRF) (complex version of F07JEFP (PDPTTRS)) |
| F07TGFP | (PDTRCON) Estimates condition number of real triangular matrix | |