Back| Y- |
| YET YET jobz (input) character*1 = 'n': compute eigenvalues only; (not implemented YET reflectors = 'f': h = h(1) h(2) . . . h(k) (forward, not supported YET multiplied to form the block reflector: = 'f': h = h(1) h(2) . . . h(k) (forward, not supported YET substitution. it is the hope that scaling would be used to make the the code robust against possible overflow. but scaling has not YET the triangular systems. pclattrs just calls pctrsv. reflectors = 'f': h = h(1) h(2) . . . h(k) (forward, not supported YET multiplied to form the block reflector: = 'f': h = h(1) h(2) . . . h(k) (forward, not supported YET = 'i': sort d in increasing order; = 'd': sort d in decreasing order. (not implemented YET n (global input) integer compz (input) character*1 = 'n': compute eigenvalues only. (not implemented YET = 'v': compute eigenvectors of original dense symmetric jobz (input) character*1 = 'n': compute eigenvalues only; (not implemented YET reflectors = 'f': h = h(1) h(2) . . . h(k) (forward, not supported YET multiplied to form the block reflector: = 'f': h = h(1) h(2) . . . h(k) (forward, not supported YET = 'i': sort d in increasing order; = 'd': sort d in decreasing order. (not implemented YET n (global input) integer compz (input) character*1 = 'n': compute eigenvalues only. (not implemented YET = 'v': compute eigenvectors of original dense symmetric jobz (input) character*1 = 'n': compute eigenvalues only; (not implemented YET jobz (input) character*1 = 'n': compute eigenvalues only; (not implemented YET reflectors = 'f': h = h(1) h(2) . . . h(k) (forward, not supported YET multiplied to form the block reflector: = 'f': h = h(1) h(2) . . . h(k) (forward, not supported YET substitution. it is the hope that scaling would be used to make the the code robust against possible overflow. but scaling has not YET the triangular systems. pzlattrs just calls pztrsv. |
| yields yields abstol (global input) real if jobz='v', setting abstol to pslamch( context, 'u') yields abstol (global input) real if jobz='v', setting abstol to pslamch( context, 'u') yields m (global output) integer on exit, this yields the starting location of the qr doubl k (global output) integer on exit, this yields the bottom portion of the unreduce m (global output) integer on exit, this yields the starting location of the qr doubl k (global output) integer on exit, this yields the bottom portion of the unreduce abstol (global input) double precision if jobz='v', setting abstol to pdlamch( context, 'u') yields abstol (global input) double precision if jobz='v', setting abstol to pdlamch( context, 'u') yields m (global output) integer on exit, this yields the starting location of the qr doubl k (global output) integer on exit, this yields the bottom portion of the unreduce abstol (global input) real if jobz='v', setting abstol to pslamch( context, 'u') yields abstol (global input) real if jobz='v', setting abstol to pslamch( context, 'u') yields abstol (global input) double precision if jobz='v', setting abstol to pdlamch( context, 'u') yields abstol (global input) double precision if jobz='v', setting abstol to pdlamch( context, 'u') yields m (global output) integer on exit, this yields the starting location of the qr doubl k (global output) integer on exit, this yields the bottom portion of the unreduce |
| you you minimal workspace is supplied and orfac is too small. if you want to guarantee orthogonality (at the cos the following to lrwork: minimal workspace is supplied and orfac is too small. if you want to guarantee orthogonality (at the cos the following to lrwork: also note that this routine will only work for k1-k2 being in the same mb (or nb) block. if you want to pivot a full matrix, us also note that this routine will only work for k1-k2 being in the same mb (or nb) block. if you want to pivot a full matrix, us minimal workspace is supplied and orfac is too small. if you want to guarantee orthogonality (at the cos the following to lwork: minimal workspace is supplied and orfac is too small. if you want to guarantee orthogonality (at the cos the following to lwork: also note that this routine will only work for k1-k2 being in the same mb (or nb) block. if you want to pivot a full matrix, us minimal workspace is supplied and orfac is too small. if you want to guarantee orthogonality (at the cos the following to lwork: minimal workspace is supplied and orfac is too small. if you want to guarantee orthogonality (at the cos the following to lwork: minimal workspace is supplied and orfac is too small. if you want to guarantee orthogonality (at the cos the following to lrwork: minimal workspace is supplied and orfac is too small. if you want to guarantee orthogonality (at the cos the following to lrwork: also note that this routine will only work for k1-k2 being in the same mb (or nb) block. if you want to pivot a full matrix, us |
| your your used was incorrect. no eigenvalues were computed. probable cause: your machine has sloppy floatin cure: increase the parameter "fudge", recompile, used was incorrect. no eigenvalues were computed. probable cause: your machine has sloppy floatin cure: increase the parameter "fudge", recompile, |