Martin Kroeker
798c448b0c
1. Replaced all instances of "int" with "blasint" 2. Added string length as "hidden" third parameter in calls to fortran XERBLA
88 lines
2.4 KiB
C
88 lines
2.4 KiB
C
#include "relapack.h"
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static void RELAPACK_slauum_rec(const char *, const blasint *, float *,
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const blasint *, blasint *);
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/** SLAUUM computes the product U * U**T or L**T * L, where the triangular factor U or L is stored in the upper or lower triangular part of the array A.
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*
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* This routine is functionally equivalent to LAPACK's slauum.
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* For details on its interface, see
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* http://www.netlib.org/lapack/explore-html/dd/d5a/slauum_8f.html
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* */
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void RELAPACK_slauum(
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const char *uplo, const blasint *n,
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float *A, const blasint *ldA,
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blasint *info
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) {
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// Check arguments
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const blasint lower = LAPACK(lsame)(uplo, "L");
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const blasint upper = LAPACK(lsame)(uplo, "U");
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*info = 0;
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if (!lower && !upper)
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*info = -1;
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else if (*n < 0)
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*info = -2;
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else if (*ldA < MAX(1, *n))
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*info = -4;
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if (*info) {
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const blasint minfo = -*info;
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LAPACK(xerbla)("SLAUUM", &minfo, strlen("SLAUUM"));
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return;
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}
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// Clean char * arguments
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const char cleanuplo = lower ? 'L' : 'U';
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// Recursive kernel
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RELAPACK_slauum_rec(&cleanuplo, n, A, ldA, info);
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}
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/** slauum's recursive compute kernel */
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static void RELAPACK_slauum_rec(
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const char *uplo, const blasint *n,
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float *A, const blasint *ldA,
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blasint *info
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) {
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if (*n <= MAX(CROSSOVER_SLAUUM, 1)) {
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// Unblocked
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LAPACK(slauu2)(uplo, n, A, ldA, info);
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return;
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}
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// Constants
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const float ONE[] = { 1. };
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// Splitting
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const blasint n1 = SREC_SPLIT(*n);
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const blasint n2 = *n - n1;
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// A_TL A_TR
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// A_BL A_BR
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float *const A_TL = A;
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float *const A_TR = A + *ldA * n1;
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float *const A_BL = A + n1;
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float *const A_BR = A + *ldA * n1 + n1;
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// recursion(A_TL)
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RELAPACK_slauum_rec(uplo, &n1, A_TL, ldA, info);
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if (*uplo == 'L') {
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// A_TL = A_TL + A_BL' * A_BL
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BLAS(ssyrk)("L", "T", &n1, &n2, ONE, A_BL, ldA, ONE, A_TL, ldA);
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// A_BL = A_BR' * A_BL
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BLAS(strmm)("L", "L", "T", "N", &n2, &n1, ONE, A_BR, ldA, A_BL, ldA);
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} else {
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// A_TL = A_TL + A_TR * A_TR'
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BLAS(ssyrk)("U", "N", &n1, &n2, ONE, A_TR, ldA, ONE, A_TL, ldA);
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// A_TR = A_TR * A_BR'
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BLAS(strmm)("R", "U", "T", "N", &n1, &n2, ONE, A_BR, ldA, A_TR, ldA);
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}
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// recursion(A_BR)
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RELAPACK_slauum_rec(uplo, &n2, A_BR, ldA, info);
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}
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