Table 2.5:
Driver routines for standard eigenvalue and singular value problems
| Type of |
Function and storage scheme |
Single precision |
Double precision |
| problem |
|
real |
complex |
real |
complex |
| SEP |
simple driver |
SSYEV |
CHEEV |
DSYEV |
ZHEEV |
| |
divide and conquer driver |
SSYEVD |
CHEEVD |
DSYEVD |
ZHEEVD |
| |
expert driver |
SSYEVX |
CHEEVX |
DSYEVX |
ZHEEVX |
| |
RRR driver |
SSYEVR |
CHEEVR |
DSYEVR |
ZHEEVR |
| |
simple driver (packed storage) |
SSPEV |
CHPEV |
DSPEV |
ZHPEV |
| |
divide and conquer driver |
SSPEVD |
CHPEVD |
DSPEVD |
ZHPEVD |
| |
(packed storage) |
|
|
|
|
| |
expert driver (packed storage) |
SSPEVX |
CHPEVX |
DSPEVX |
ZHPEVX |
| |
simple driver (band matrix) |
SSBEV |
CHBEV |
DSBEV |
ZHBEV |
| |
divide and conquer driver |
SSBEVD |
CHBEVD |
DSBEVD |
ZHBEVD |
| |
(band matrix) |
|
|
|
|
| |
expert driver (band matrix) |
SSBEVX |
CHBEVX |
DSBEVX |
ZHBEVX |
| |
simple driver (tridiagonal matrix) |
SSTEV |
|
DSTEV |
|
| |
divide and conquer driver |
SSTEVD |
|
DSTEVD |
|
| |
(tridiagonal matrix) |
|
|
|
|
| |
expert driver (tridiagonal matrix) |
SSTEVX |
|
DSTEVX |
|
| |
RRR driver (tridiagonal matrix) |
SSTEVR |
|
DSTEVR |
|
| NEP |
simple driver for Schur factorization |
SGEES |
CGEES |
DGEES |
ZGEES |
| |
expert driver for Schur factorization |
SGEESX |
CGEESX |
DGEESX |
ZGEESX |
| |
simple driver for eigenvalues/vectors |
SGEEV |
CGEEV |
DGEEV |
ZGEEV |
| |
expert driver for eigenvalues/vectors |
SGEEVX |
CGEEVX |
DGEEVX |
ZGEEVX |
| SVD |
simple driver |
SGESVD |
CGESVD |
DGESVD |
ZGESVD |
| |
divide and conquer driver |
SGESDD |
CGESDD |
DGESDD |
ZGESDD |