HP MLIB User's Guide Vol. 1 7th Ed.
1117
symmetric matrix 389
symmetric packed matrix 381
triangular band matrix 397
triangular matrix 408
triangular matrix and n-vector 323
triangular packed matrix 403
N
naming conventions
Extended BLAS 207–209
Sparse BLAS 423–424
VECLIB subroutines 24–25
natural reordering 934
non parallel processing
controlling at link time 643
nonsymmetric matrix
sample program 888
norm 36, 185, 209
defined 25
general band matrix 657
general full matrix 661
general tridiagonal matrix 663
Hermitian band matrix 666
Hermitian full matrix 680
Hermitian packed matrix 671
Hermitian tridiagonal matrix 676
symmetric band matrix 666
symmetric full matrix 680
symmetric packed matrix 671
symmetric tridiagonal matrix 676
numeric factorization 891, 896
O
one-call usage
sparse eigenvalue package 1021
sparse linear equation solution
package 903, 923
online documentation 30, 650
operator arguments 25–26, 36, 209, 437
optimization 17
outer rotation 26
output control 931, 1056
P
packed Hermitian matrix
compute norm 671
packed symmetric matrix
compute norm 671
parallel processing 18, 644
controlling at link time 18, 643
controlling at runtime 18, 643
description 643
determine extent of 607, 608
using compiler directives 20, 645
parallelized subprograms 5, 630, 723, 1103
parameters
machine-dependent 655
pdgsrfs 766
pdgsrfs_ABXglobal 769
pdgssvx 772
pdgssvx_ABglobal 772
pdgstrf 785, 787
pdgstrs_Bglobal 789
permutation matrix 37
permute vector 187
plane rotation 158
precision 23
print statistics 940, 1058
problem state
restore from savefile 1064
save to savefile 1065
pthread library 22, 647
pzgsrfs 766
pzgsrfs_ABXglobal 769
pzgssvx 772
pzgssvx_ABglobal 772
pzgstrf 785, 787
pzgstrs_Bglobal 789
R
ramp, generate linear 112
RAN 610
random-number generator 610, 612, 615, 617
rank-1 update 237, 254, 275, 344, 350,
375, 384, 392
rank-2 update 259, 279, 346, 352, 368,
386, 394
rank-2k update 284
rank-k update 289
RANV 612
reciprocal scale 190
reordering
1-way Dissection 934
Constrained Minimum Degree 934
matrix 937, 1057
METIS 934
Multiple Minimum Degree 934
natural 934
Reverse Curhill McKee 934
select scheme 933
restore problem state from savefile 1064
return
diagonal elements of matrix in its
current form 941
eigenvalue results 1059, 1061
eigenvector results 1059
Reverse Curhill McKee reordering 934
right hand side 26
right-sided vector clip 77