Files | |
file | ladel.h [code] |
LADEL main include file. | |
file | ladel_add.h [code] |
Routines to add matrices. | |
file | ladel_col_counts.h [code] |
Computes the col counts needed for the symbolic factorization (after etree and postorder). | |
file | ladel_constants.h [code] |
Constants and macros used in LADEL. | |
file | ladel_copy.h [code] |
Routines to copy matrices and vectors. | |
file | ladel_debug_print.h [code] |
Routines to print out matrices and vectors. | |
file | ladel_etree.h [code] |
Routines to compute the elimination tree of a matrix. | |
file | ladel_global.h [code] |
Memory allocation routines. | |
file | ladel_ldl_numeric.h [code] |
The numerical part of the factorization. | |
file | ladel_ldl_symbolic.h [code] |
The symbolic part of the factorization. | |
file | ladel_matmat.h [code] |
Routines to compute matrix matrix products. For now only \(MM^T\) and \(M\Sigma M^T\), with \(\Sigma\) a diagonal matrix, are supported. | |
file | ladel_matvec.h [code] |
Routines to compute matrix vector products. | |
file | ladel_pattern.h [code] |
Routines to compute the pattern of the result of a backsolve. | |
file | ladel_permutation.h [code] |
Routines to permute vectors and matrices. | |
file | ladel_postorder.h [code] |
Routine to compute the postordering of the elimination tree. | |
file | ladel_rank1_mod.h [code] |
Helper routines for the rank1_update function. | |
file | ladel_row_mod.h [code] |
Routines for the row add/delete updates to a factorization are defined in ladel_row_mod.c. | |
file | ladel_scale.h [code] |
Routines to scale the columns and rows of a matrix, or the whole matrix itself. | |
file | ladel_submatrix.h [code] |
Routines to produce submatrices from a given submatrix. For now, only a selection of columns is supported. | |
file | ladel_transpose.h [code] |
Routine to compute the transpose of a matrix. | |
file | ladel_types.h [code] |
Structures and types used in LADEL routines. | |
file | ladel_upper_diag.h [code] |
Routine to keep only the upper diagonal elements of a (symmetric) matrix. | |