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HPL_rollT(3)                 HPL Library Functions                HPL_rollT(3)

NAME

HPL_rollT - Roll U and forward the column panel.

SYNOPSIS

#include "hpl.h" void HPL_rollT( HPL_T_panel * PBCST, int * IFLAG, HPL_T_panel * PANEL, const int N, double * U, const int LDU, const int * IPLEN, const int * IPMAP, const int * IPMAPM1 );

DESCRIPTION

HPL_rollT rolls the local arrays containing the local pieces of U, so that on exit to this function U is replicated in every process row. In addition, this function probe for the presence of the column panel and forwards it when available.

ARGUMENTS

PBCST (local input/output) HPL_T_panel * On entry, PBCST points to the data structure containing the panel (to be broadcast) information. IFLAG (local input/output) int * On entry, IFLAG indicates whether or not the broadcast has already been completed. If not, probing will occur, and the outcome will be contained in IFLAG on exit. PANEL (local input/output) HPL_T_panel * On entry, PANEL points to the data structure containing the panel (to be rolled) information. N (local input) const int On entry, N specifies the local number of rows of U. N must be at least zero. U (local input/output) double * On entry, U is an array of dimension (LDU,*) containing the local pieces of U in each process row. LDU (local input) const int On entry, LDU specifies the local leading dimension of U. LDU should be at least MAX(1,N). IPLEN (global input) const int * On entry, IPLEN is an array of dimension NPROW+1. This array is such that IPLEN[i+1] - IPLEN[i] is the number of rows of U in each process row. IPMAP (global input) const int * On entry, IMAP is an array of dimension NPROW. This array contains the logarithmic mapping of the processes. In other words, IMAP[myrow] is the absolute coordinate of the sorted process. IPMAPM1 (global input) const int * On entry, IMAPM1 is an array of dimension NPROW. This array contains the inverse of the logarithmic mapping contained in IMAP: For i in [0.. NPROW) IMAPM1[IMAP[i]] = i.

SEE ALSO

HPL_pdlaswp01T (3). HPL 2.1 October 26, 2012 HPL_rollT(3)

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