From 1bcf262a11f8eed3f7ede1693bed65e7021860f6 Mon Sep 17 00:00:00 2001 From: temcdrm Date: Fri, 1 Jun 2012 03:36:56 +0000 Subject: [PATCH] Upgraded to VS2010, added the x64 target git-svn-id: https://svn.code.sf.net/p/klusolve/code@10 84ce79d0-a818-4454-855f-addb737eb71b --- AMD/AMD.vcxproj | 160 ++++ AMD/AMD.vcxproj.filters | 85 +++ AMD/AMD.vcxproj.user | 3 + BTF/BTF.vcxproj | 148 ++++ BTF/BTF.vcxproj.filters | 49 ++ BTF/BTF.vcxproj.user | 3 + COLAMD/COLAMD.vcxproj | 146 ++++ COLAMD/COLAMD.vcxproj.filters | 43 ++ COLAMD/COLAMD.vcxproj.user | 3 + CSparse/CSparse.vcxproj | 191 +++++ CSparse/CSparse.vcxproj.filters | 190 +++++ CSparse/CSparse.vcxproj.user | 3 + CSparse/Release/BuildLog.htm | Bin 12358 -> 12366 bytes CZSparse/CZSparse.vcxproj | 139 ++++ CZSparse/CZSparse.vcxproj.filters | 23 + CZSparse/CZSparse.vcxproj.user | 3 + KLU/Demo/Demo.vcxproj | 212 ++++++ KLU/Demo/Demo.vcxproj.filters | 18 + KLU/Demo/Demo.vcxproj.user | 3 + KLU/Demo/klu_simple.c | 1156 ++++++++++++++--------------- KLU/KLU.vcxproj | 171 +++++ KLU/KLU.vcxproj.filters | 118 +++ KLU/KLU.vcxproj.user | 3 + KLUSolve.sdf | Bin 0 -> 26038272 bytes KLUSolve.sln | 70 +- KLUSolve.suo | Bin 0 -> 26624 bytes KLUSolve/KLUSolve.vcxproj | 237 ++++++ KLUSolve/KLUSolve.vcxproj.filters | 54 ++ KLUSolve/KLUSolve.vcxproj.user | 3 + Test/run_concat.bat | 2 + Test64/run_concat.bat | 2 + Test64/run_kldemo.bat | 1 + Test64/run_kltest.bat | 1 + klusolve.zip | Bin 0 -> 81686 bytes 34 files changed, 2636 insertions(+), 604 deletions(-) create mode 100644 AMD/AMD.vcxproj create mode 100644 AMD/AMD.vcxproj.filters create mode 100644 AMD/AMD.vcxproj.user create mode 100644 BTF/BTF.vcxproj create mode 100644 BTF/BTF.vcxproj.filters create mode 100644 BTF/BTF.vcxproj.user create mode 100644 COLAMD/COLAMD.vcxproj create mode 100644 COLAMD/COLAMD.vcxproj.filters create mode 100644 COLAMD/COLAMD.vcxproj.user create mode 100644 CSparse/CSparse.vcxproj create mode 100644 CSparse/CSparse.vcxproj.filters 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"klu.h" - -#ifdef WIN32 +/* klu_simple: a simple KLU demo */ + +#include +#include +#include +#include "klu.h" + +// #ifdef WIN32 #include @@ -79,329 +79,329 @@ double Time (void) return ((double) (kernel + user) / 10000000); } -/* end of WIN32 stuff */ -#endif - -/* choose the UF simple demo, or to read Kundert's matrices */ -/* #define READ_KUNDERT - do this as a compiler -D option */ - -#ifndef READ_KUNDERT - -int n = 5 ; -int Ap [ ] = {0, 2, 5, 9, 10, 12} ; -int Ai [ ] = { 0, 1, 0, 2, 4, 1, 2, 3, 4, 2, 1, 4} ; -double Ax [ ] = {2., 3., 3., -1., 4., 4., -3., 1., 2., 2., 6., 1.} ; -double b [ ] = {8., 45., -3., 3., 19.} ; - -int main (void) -{ - klu_symbolic *Symbolic ; - klu_numeric *Numeric ; - klu_common Common ; - int i ; - klu_defaults (&Common) ; - Symbolic = klu_analyze (n, Ap, Ai, &Common) ; - Numeric = klu_factor (Ap, Ai, Ax, Symbolic, &Common) ; - klu_solve (Symbolic, Numeric, 5, 1, b, &Common) ; - klu_free_symbolic (&Symbolic, &Common) ; - klu_free_numeric (&Numeric, &Common) ; - for (i = 0 ; i < n ; i++) printf ("x [%d] = %g\n", i, b [i]) ; - return (0) ; -} - -#else /* READ_KUNDERT */ - -/* ========================================================================== */ -/* === copy and modify from KLU DEMO ======================================== */ -/* ========================================================================== */ - -/* for handling complex matrices */ -#define REAL(X,i) (X [2*(i)]) -#define IMAG(X,i) (X [2*(i)+1]) -#define CABS(X,i) (sqrt (REAL (X,i) * REAL (X,i) + IMAG (X,i) * IMAG (X,i))) - -#define MAX(a,b) (((a) > (b)) ? (a) : (b)) - -static int klu_backslash /* return 1 if successful, 0 otherwise */ -( - /* --- input ---- */ - int n, /* A is n-by-n */ - int *Ap, /* size n+1, column pointers */ - int *Ai, /* size nz = Ap [n], row indices */ - double *Ax, /* size nz, numerical values */ - int isreal, /* nonzero if A is real, 0 otherwise */ - double *B, /* size n, right-hand-side */ - - /* --- output ---- */ - double *X, /* size n, solution to Ax=b */ - double *R, /* size n, residual r = b-A*x */ - - /* --- scalar output --- */ - int *lunz, /* nnz (L+U+F) */ - double *rnorm, /* norm (b-A*x,1) / norm (A,1) */ - - /* --- workspace - */ - - klu_common *Common /* default parameters and statistics */ -) - -{ - double anorm = 0, asum ; - klu_symbolic *Symbolic ; - klu_numeric *Numeric ; - int i, j, p ; - - if (!Ap || !Ai || !Ax || !B || !X || !B) return (0) ; - - /* ---------------------------------------------------------------------- */ - /* symbolic ordering and analysis */ - /* ---------------------------------------------------------------------- */ - - Symbolic = klu_analyze (n, Ap, Ai, Common) ; - if (!Symbolic) return (0) ; - - if (isreal) - { - - /* ------------------------------------------------------------------ */ - /* factorization */ - /* ------------------------------------------------------------------ */ - - Numeric = klu_factor (Ap, Ai, Ax, Symbolic, Common) ; - if (!Numeric) - { - klu_free_symbolic (&Symbolic, Common) ; - return (0) ; - } - - /* ------------------------------------------------------------------ */ - /* statistics (not required to solve Ax=b) */ - /* ------------------------------------------------------------------ */ - - klu_rgrowth (Ap, Ai, Ax, Symbolic, Numeric, Common) ; - if (n > 1) klu_condest (Ap, Ax, Symbolic, Numeric, Common) ; - klu_rcond (Symbolic, Numeric, Common) ; - klu_flops (Symbolic, Numeric, Common) ; - *lunz = Numeric->lnz + Numeric->unz - n + - ((Numeric->Offp) ? (Numeric->Offp [n]) : 0) ; - - /* ------------------------------------------------------------------ */ - /* solve Ax=b */ - /* ------------------------------------------------------------------ */ - - for (i = 0 ; i < n ; i++) - { - X [i] = B [i] ; - } - klu_solve (Symbolic, Numeric, n, 1, X, Common) ; - - /* ------------------------------------------------------------------ */ - /* compute residual, rnorm = norm(b-Ax,1) / norm(A,1) */ - /* ------------------------------------------------------------------ */ - - for (i = 0 ; i < n ; i++) - { - R [i] = B [i] ; - } - for (j = 0 ; j < n ; j++) - { - asum = 0 ; - for (p = Ap [j] ; p < Ap [j+1] ; p++) - { - /* R (i) -= A (i,j) * X (j) */ - R [Ai [p]] -= Ax [p] * X [j] ; - asum += fabs (Ax [p]) ; - } - anorm = MAX (anorm, asum) ; - } - *rnorm = 0 ; - for (i = 0 ; i < n ; i++) - { - *rnorm = MAX (*rnorm, fabs (R [i])) ; - } - - /* ------------------------------------------------------------------ */ - /* free numeric factorization */ - /* ------------------------------------------------------------------ */ - - klu_free_numeric (&Numeric, Common) ; - - } - else - { - - /* ------------------------------------------------------------------ */ - /* statistics (not required to solve Ax=b) */ - /* ------------------------------------------------------------------ */ - - Numeric = klu_z_factor (Ap, Ai, Ax, Symbolic, Common) ; - if (!Numeric) - { - klu_free_symbolic (&Symbolic, Common) ; - return (0) ; - } - - /* ------------------------------------------------------------------ */ - /* statistics */ - /* ------------------------------------------------------------------ */ - - klu_z_rgrowth (Ap, Ai, Ax, Symbolic, Numeric, Common) ; - if (n > 1) klu_z_condest (Ap, Ax, Symbolic, Numeric, Common) ; - klu_z_rcond (Symbolic, Numeric, Common) ; - klu_z_flops (Symbolic, Numeric, Common) ; - *lunz = Numeric->lnz + Numeric->unz - n + - ((Numeric->Offp) ? (Numeric->Offp [n]) : 0) ; - - /* ------------------------------------------------------------------ */ - /* solve Ax=b */ - /* ------------------------------------------------------------------ */ - - for (i = 0 ; i < 2*n ; i++) - { - X [i] = B [i] ; - } - klu_z_solve (Symbolic, Numeric, n, 1, X, Common) ; - - /* ------------------------------------------------------------------ */ - /* compute residual, rnorm = norm(b-Ax,1) / norm(A,1) */ - /* ------------------------------------------------------------------ */ - - for (i = 0 ; i < 2*n ; i++) - { - R [i] = B [i] ; - } - for (j = 0 ; j < n ; j++) - { - asum = 0 ; - for (p = Ap [j] ; p < Ap [j+1] ; p++) - { - /* R (i) -= A (i,j) * X (j) */ - i = Ai [p] ; - REAL (R,i) -= REAL(Ax,p) * REAL(X,j) - IMAG(Ax,p) * IMAG(X,j) ; - IMAG (R,i) -= IMAG(Ax,p) * REAL(X,j) + REAL(Ax,p) * IMAG(X,j) ; - asum += CABS (Ax, p) ; - } - anorm = MAX (anorm, asum) ; - } - *rnorm = 0 ; - for (i = 0 ; i < n ; i++) - { - *rnorm = MAX (*rnorm, CABS (R, i)) ; - } - - /* ------------------------------------------------------------------ */ - /* free numeric factorization */ - /* ------------------------------------------------------------------ */ - - klu_z_free_numeric (&Numeric, Common) ; - } - - /* ---------------------------------------------------------------------- */ - /* free symbolic analysis, and residual */ - /* ---------------------------------------------------------------------- */ - - klu_free_symbolic (&Symbolic, Common) ; - return (1) ; -} - - -/* ========================================================================== */ -/* === klu_demo ============================================================= */ -/* ========================================================================== */ - -/* Given a sparse matrix A, set up a right-hand-side and solve X = A\b */ -/* TODO - input the right-hand side */ - -static void klu_demo (int n, int *Ap, int *Ai, double *Ax, double *rhs, int isreal) -{ - double rnorm ; - klu_common Common ; - double *B, *X, *R ; - int i, lunz ; - - printf ("KLU: %s, version: %d.%d.%d\n", KLU_DATE, KLU_MAIN_VERSION, - KLU_SUB_VERSION, KLU_SUBSUB_VERSION) ; - - /* ---------------------------------------------------------------------- */ - /* set defaults */ - /* ---------------------------------------------------------------------- */ - - klu_defaults (&Common); - - /* ---------------------------------------------------------------------- */ - /* create a right-hand-side */ - /* ---------------------------------------------------------------------- */ - - if (isreal) { - /* B = 1 + (1:n)/n */ - B = klu_malloc (n, sizeof (double), &Common); - X = klu_malloc (n, sizeof (double), &Common); - R = klu_malloc (n, sizeof (double), &Common); - if (B) { - for (i = 0 ; i < n ; i++) { - B [i] = 1 + ((double) i+1) / ((double) n); - } - } - } else { - /* real (B) = 1 + (1:n)/n, imag(B) = (n:-1:1)/n */ - B = klu_malloc (n, 2 * sizeof (double), &Common); - X = klu_malloc (n, 2 * sizeof (double), &Common); - R = klu_malloc (n, 2 * sizeof (double), &Common); - if (B) { - for (i = 0 ; i < n ; i++) { - REAL (B, i) = 1 + ((double) i+1) / ((double) n); - IMAG (B, i) = ((double) n-i) / ((double) n); - } - } - } - - /* ---------------------------------------------------------------------- */ - /* X = A\b using KLU and print statistics */ - /* ---------------------------------------------------------------------- */ - - if (!klu_backslash (n, Ap, Ai, Ax, isreal, B, X, R, &lunz, &rnorm, &Common)) { - printf ("KLU failed\n"); - } else { - printf ("n %d nnz(A) %d nnz(L+U+F) %d resid %g\n" - "recip growth %g condest %g rcond %g flops %g\n", - n, Ap [n], lunz, rnorm, Common.rgrowth, Common.condest, - Common.rcond, Common.flops); - } - - /* ---------------------------------------------------------------------- */ - /* free the problem */ - /* ---------------------------------------------------------------------- */ - - if (isreal) { - klu_free (B, n, sizeof (double), &Common); - klu_free (X, n, sizeof (double), &Common); - klu_free (R, n, sizeof (double), &Common); - } else { - klu_free (B, 2*n, sizeof (double), &Common); - klu_free (X, 2*n, sizeof (double), &Common); - klu_free (R, 2*n, sizeof (double), &Common); - } - printf ("peak memory usage: %g bytes\n\n", (double) (Common.mempeak)); -} - -#include "cs.h" -#include "csz.h" - -int usage () -{ - printf ("usage: klDemo filename\n"); - return 1; -} - -// #define BUFSIZ 1024 - -int get_kundert_header (FILE *fp, int *isreal, int *ndim) -{ - char msg[BUFSIZ], tok [BUFSIZ]; - int nTok; - *isreal = -1; - *ndim = -1; - +/* end of WINDOWS stuff */ +// #endif + +/* choose the UF simple demo, or to read Kundert's matrices */ +/* #define READ_KUNDERT - do this as a compiler -D option */ + +#ifndef READ_KUNDERT + +int n = 5 ; +int Ap [ ] = {0, 2, 5, 9, 10, 12} ; +int Ai [ ] = { 0, 1, 0, 2, 4, 1, 2, 3, 4, 2, 1, 4} ; +double Ax [ ] = {2., 3., 3., -1., 4., 4., -3., 1., 2., 2., 6., 1.} ; +double b [ ] = {8., 45., -3., 3., 19.} ; + +int main (void) +{ + klu_symbolic *Symbolic ; + klu_numeric *Numeric ; + klu_common Common ; + int i ; + klu_defaults (&Common) ; + Symbolic = klu_analyze (n, Ap, Ai, &Common) ; + Numeric = klu_factor (Ap, Ai, Ax, Symbolic, &Common) ; + klu_solve (Symbolic, Numeric, 5, 1, b, &Common) ; + klu_free_symbolic (&Symbolic, &Common) ; + klu_free_numeric (&Numeric, &Common) ; + for (i = 0 ; i < n ; i++) printf ("x [%d] = %g\n", i, b [i]) ; + return (0) ; +} + +#else /* READ_KUNDERT */ + +/* ========================================================================== */ +/* === copy and modify from KLU DEMO ======================================== */ +/* ========================================================================== */ + +/* for handling complex matrices */ +#define REAL(X,i) (X [2*(i)]) +#define IMAG(X,i) (X [2*(i)+1]) +#define CABS(X,i) (sqrt (REAL (X,i) * REAL (X,i) + IMAG (X,i) * IMAG (X,i))) + +#define MAX(a,b) (((a) > (b)) ? (a) : (b)) + +static int klu_backslash /* return 1 if successful, 0 otherwise */ +( + /* --- input ---- */ + int n, /* A is n-by-n */ + int *Ap, /* size n+1, column pointers */ + int *Ai, /* size nz = Ap [n], row indices */ + double *Ax, /* size nz, numerical values */ + int isreal, /* nonzero if A is real, 0 otherwise */ + double *B, /* size n, right-hand-side */ + + /* --- output ---- */ + double *X, /* size n, solution to Ax=b */ + double *R, /* size n, residual r = b-A*x */ + + /* --- scalar output --- */ + int *lunz, /* nnz (L+U+F) */ + double *rnorm, /* norm (b-A*x,1) / norm (A,1) */ + + /* --- workspace - */ + + klu_common *Common /* default parameters and statistics */ +) + +{ + double anorm = 0, asum ; + klu_symbolic *Symbolic ; + klu_numeric *Numeric ; + int i, j, p ; + + if (!Ap || !Ai || !Ax || !B || !X || !B) return (0) ; + + /* ---------------------------------------------------------------------- */ + /* symbolic ordering and analysis */ + /* ---------------------------------------------------------------------- */ + + Symbolic = klu_analyze (n, Ap, Ai, Common) ; + if (!Symbolic) return (0) ; + + if (isreal) + { + + /* ------------------------------------------------------------------ */ + /* factorization */ + /* ------------------------------------------------------------------ */ + + Numeric = klu_factor (Ap, Ai, Ax, Symbolic, Common) ; + if (!Numeric) + { + klu_free_symbolic (&Symbolic, Common) ; + return (0) ; + } + + /* ------------------------------------------------------------------ */ + /* statistics (not required to solve Ax=b) */ + /* ------------------------------------------------------------------ */ + + klu_rgrowth (Ap, Ai, Ax, Symbolic, Numeric, Common) ; + if (n > 1) klu_condest (Ap, Ax, Symbolic, Numeric, Common) ; + klu_rcond (Symbolic, Numeric, Common) ; + klu_flops (Symbolic, Numeric, Common) ; + *lunz = Numeric->lnz + Numeric->unz - n + + ((Numeric->Offp) ? (Numeric->Offp [n]) : 0) ; + + /* ------------------------------------------------------------------ */ + /* solve Ax=b */ + /* ------------------------------------------------------------------ */ + + for (i = 0 ; i < n ; i++) + { + X [i] = B [i] ; + } + klu_solve (Symbolic, Numeric, n, 1, X, Common) ; + + /* ------------------------------------------------------------------ */ + /* compute residual, rnorm = norm(b-Ax,1) / norm(A,1) */ + /* ------------------------------------------------------------------ */ + + for (i = 0 ; i < n ; i++) + { + R [i] = B [i] ; + } + for (j = 0 ; j < n ; j++) + { + asum = 0 ; + for (p = Ap [j] ; p < Ap [j+1] ; p++) + { + /* R (i) -= A (i,j) * X (j) */ + R [Ai [p]] -= Ax [p] * X [j] ; + asum += fabs (Ax [p]) ; + } + anorm = MAX (anorm, asum) ; + } + *rnorm = 0 ; + for (i = 0 ; i < n ; i++) + { + *rnorm = MAX (*rnorm, fabs (R [i])) ; + } + + /* ------------------------------------------------------------------ */ + /* free numeric factorization */ + /* ------------------------------------------------------------------ */ + + klu_free_numeric (&Numeric, Common) ; + + } + else + { + + /* ------------------------------------------------------------------ */ + /* statistics (not required to solve Ax=b) */ + /* ------------------------------------------------------------------ */ + + Numeric = klu_z_factor (Ap, Ai, Ax, Symbolic, Common) ; + if (!Numeric) + { + klu_free_symbolic (&Symbolic, Common) ; + return (0) ; + } + + /* ------------------------------------------------------------------ */ + /* statistics */ + /* ------------------------------------------------------------------ */ + + klu_z_rgrowth (Ap, Ai, Ax, Symbolic, Numeric, Common) ; + if (n > 1) klu_z_condest (Ap, Ax, Symbolic, Numeric, Common) ; + klu_z_rcond (Symbolic, Numeric, Common) ; + klu_z_flops (Symbolic, Numeric, Common) ; + *lunz = Numeric->lnz + Numeric->unz - n + + ((Numeric->Offp) ? (Numeric->Offp [n]) : 0) ; + + /* ------------------------------------------------------------------ */ + /* solve Ax=b */ + /* ------------------------------------------------------------------ */ + + for (i = 0 ; i < 2*n ; i++) + { + X [i] = B [i] ; + } + klu_z_solve (Symbolic, Numeric, n, 1, X, Common) ; + + /* ------------------------------------------------------------------ */ + /* compute residual, rnorm = norm(b-Ax,1) / norm(A,1) */ + /* ------------------------------------------------------------------ */ + + for (i = 0 ; i < 2*n ; i++) + { + R [i] = B [i] ; + } + for (j = 0 ; j < n ; j++) + { + asum = 0 ; + for (p = Ap [j] ; p < Ap [j+1] ; p++) + { + /* R (i) -= A (i,j) * X (j) */ + i = Ai [p] ; + REAL (R,i) -= REAL(Ax,p) * REAL(X,j) - IMAG(Ax,p) * IMAG(X,j) ; + IMAG (R,i) -= IMAG(Ax,p) * REAL(X,j) + REAL(Ax,p) * IMAG(X,j) ; + asum += CABS (Ax, p) ; + } + anorm = MAX (anorm, asum) ; + } + *rnorm = 0 ; + for (i = 0 ; i < n ; i++) + { + *rnorm = MAX (*rnorm, CABS (R, i)) ; + } + + /* ------------------------------------------------------------------ */ + /* free numeric factorization */ + /* ------------------------------------------------------------------ */ + + klu_z_free_numeric (&Numeric, Common) ; + } + + /* ---------------------------------------------------------------------- */ + /* free symbolic analysis, and residual */ + /* ---------------------------------------------------------------------- */ + + klu_free_symbolic (&Symbolic, Common) ; + return (1) ; +} + + +/* ========================================================================== */ +/* === klu_demo ============================================================= */ +/* ========================================================================== */ + +/* Given a sparse matrix A, set up a right-hand-side and solve X = A\b */ +/* TODO - input the right-hand side */ + +static void klu_demo (int n, int *Ap, int *Ai, double *Ax, double *rhs, int isreal) +{ + double rnorm ; + klu_common Common ; + double *B, *X, *R ; + int i, lunz ; + + printf ("KLU: %s, version: %d.%d.%d\n", KLU_DATE, KLU_MAIN_VERSION, + KLU_SUB_VERSION, KLU_SUBSUB_VERSION) ; + + /* ---------------------------------------------------------------------- */ + /* set defaults */ + /* ---------------------------------------------------------------------- */ + + klu_defaults (&Common); + + /* ---------------------------------------------------------------------- */ + /* create a right-hand-side */ + /* ---------------------------------------------------------------------- */ + + if (isreal) { + /* B = 1 + (1:n)/n */ + B = klu_malloc (n, sizeof (double), &Common); + X = klu_malloc (n, sizeof (double), &Common); + R = klu_malloc (n, sizeof (double), &Common); + if (B) { + for (i = 0 ; i < n ; i++) { + B [i] = 1 + ((double) i+1) / ((double) n); + } + } + } else { + /* real (B) = 1 + (1:n)/n, imag(B) = (n:-1:1)/n */ + B = klu_malloc (n, 2 * sizeof (double), &Common); + X = klu_malloc (n, 2 * sizeof (double), &Common); + R = klu_malloc (n, 2 * sizeof (double), &Common); + if (B) { + for (i = 0 ; i < n ; i++) { + REAL (B, i) = 1 + ((double) i+1) / ((double) n); + IMAG (B, i) = ((double) n-i) / ((double) n); + } + } + } + + /* ---------------------------------------------------------------------- */ + /* X = A\b using KLU and print statistics */ + /* ---------------------------------------------------------------------- */ + + if (!klu_backslash (n, Ap, Ai, Ax, isreal, B, X, R, &lunz, &rnorm, &Common)) { + printf ("KLU failed\n"); + } else { + printf ("n %d nnz(A) %d nnz(L+U+F) %d resid %g\n" + "recip growth %g condest %g rcond %g flops %g\n", + n, Ap [n], lunz, rnorm, Common.rgrowth, Common.condest, + Common.rcond, Common.flops); + } + + /* ---------------------------------------------------------------------- */ + /* free the problem */ + /* ---------------------------------------------------------------------- */ + + if (isreal) { + klu_free (B, n, sizeof (double), &Common); + klu_free (X, n, sizeof (double), &Common); + klu_free (R, n, sizeof (double), &Common); + } else { + klu_free (B, 2*n, sizeof (double), &Common); + klu_free (X, 2*n, sizeof (double), &Common); + klu_free (R, 2*n, sizeof (double), &Common); + } + printf ("peak memory usage: %g bytes\n\n", (double) (Common.mempeak)); +} + +#include "cs.h" +#include "csz.h" + +int usage () +{ + printf ("usage: klDemo filename\n"); + return 1; +} + +// #define BUFSIZ 1024 + +int get_kundert_header (FILE *fp, int *isreal, int *ndim) +{ + char msg[BUFSIZ], tok [BUFSIZ]; + int nTok; + *isreal = -1; + *ndim = -1; + if (NULL == fgets (msg, BUFSIZ, fp)) { fprintf (stderr, "kundert hdr 1\n"); return 0; @@ -439,261 +439,261 @@ int get_kundert_header (FILE *fp, int *isreal, int *ndim) return 0; } } - - return 1; -} - -/* build the matrix transposed if using cs_transpose later to sort the columns */ -int read_kundert_values (FILE *fp, cs *triplet, int isreal, int transpose) -{ - char msg[BUFSIZ]; - int i, j, nTok; - double re, im; - long ln = 0L; - - do { - if (NULL == fgets (msg, BUFSIZ, fp)) { - fprintf (stderr, "kundert val missing\n"); - return 0; - } - if (isreal) { - nTok = sscanf (msg,"%d%d%lf", &i, &j, &re); - if (nTok != 3) { - fprintf (stderr, "kundert val incomplete at %s\n", msg); - return 0; - } - } else { - nTok = sscanf (msg,"%d%d%lf%lf", &i, &j, &re, &im); - if (nTok != 4) { - fprintf (stderr, "kundert val incomplete at %s\n", msg); - return 0; - } - } - if (i < 0 || j < 0) { - fprintf (stderr, "kundert val negative indices at %s\n", msg); - return 0; - } - if (i > 0 && j > 0) { - if (isreal) { - if (transpose) { - cs_entry (triplet, j-1, i-1, re); - } else { - cs_entry (triplet, i-1, j-1, re); - } - } else { - if (transpose) { - csz_entry (triplet, j-1, i-1, re, im); - } else { - csz_entry (triplet, i-1, j-1, re, im); - } - } - } - ++ln; - } while (i != 0 && j != 0); - - return 1; -} - -/* if no source vector, we are supposed to use the first column of A; return -1 */ -int read_kundert_source (FILE *fp, double *rhs, int n, int isreal) -{ - char msg[BUFSIZ]; - int i, j, nTok; - double re, im; - int iMissing = 0; - - /* read the first source line */ - if (NULL == fgets (msg, BUFSIZ, fp)) { - fprintf (stderr, "kundert src missing, will use 1st column of A\n"); - fprintf (stdout, "kundert src missing, will use 1st column of A\n"); - return -1; - } - if (strnicmp (msg, "Beginning", 9) == 0) { /* old format, read the next one */ - if (NULL == fgets (msg, BUFSIZ, fp)) { - fprintf (stderr, "kundert src missing, will use 1st column of A\n"); - fprintf (stdout, "kundert src missing, will use 1st column of A\n"); - return -1; - } - } - - j = 0; - for (i = 0; i < n; i++) { - if (i > 0) { - if (NULL == fgets (msg, BUFSIZ, fp)) { - fprintf (stderr, "kundert src missing 3 at %d\n", i); - return 0; - } - } - if (isreal) { - nTok = sscanf (msg, "%lf", &re); - rhs[j++] = re; - } else { - nTok = sscanf (msg, "%lf%lf", &re, &im); - rhs[j++] = re; - rhs[j++] = im; - } - } - - return 1; -} - -int main (int argc, char *argv[]) -{ - int n, isreal, i, p, sort_columns; - int *Ap = NULL, *Ai = NULL; - double *Ax = NULL, *rhs = NULL; - FILE *fp = NULL; - cs *triplet = NULL, *compress = NULL, *A = NULL; - klu_symbolic *Symbolic; - klu_numeric *Numeric; - klu_common Common; - int lunz; - double rnorm; + + return 1; +} + +/* build the matrix transposed if using cs_transpose later to sort the columns */ +int read_kundert_values (FILE *fp, cs *triplet, int isreal, int transpose) +{ + char msg[BUFSIZ]; + int i, j, nTok; + double re, im; + long ln = 0L; + + do { + if (NULL == fgets (msg, BUFSIZ, fp)) { + fprintf (stderr, "kundert val missing\n"); + return 0; + } + if (isreal) { + nTok = sscanf (msg,"%d%d%lf", &i, &j, &re); + if (nTok != 3) { + fprintf (stderr, "kundert val incomplete at %s\n", msg); + return 0; + } + } else { + nTok = sscanf (msg,"%d%d%lf%lf", &i, &j, &re, &im); + if (nTok != 4) { + fprintf (stderr, "kundert val incomplete at %s\n", msg); + return 0; + } + } + if (i < 0 || j < 0) { + fprintf (stderr, "kundert val negative indices at %s\n", msg); + return 0; + } + if (i > 0 && j > 0) { + if (isreal) { + if (transpose) { + cs_entry (triplet, j-1, i-1, re); + } else { + cs_entry (triplet, i-1, j-1, re); + } + } else { + if (transpose) { + csz_entry (triplet, j-1, i-1, re, im); + } else { + csz_entry (triplet, i-1, j-1, re, im); + } + } + } + ++ln; + } while (i != 0 && j != 0); + + return 1; +} + +/* if no source vector, we are supposed to use the first column of A; return -1 */ +int read_kundert_source (FILE *fp, double *rhs, int n, int isreal) +{ + char msg[BUFSIZ]; + int i, j, nTok; + double re, im; + int iMissing = 0; + + /* read the first source line */ + if (NULL == fgets (msg, BUFSIZ, fp)) { + fprintf (stderr, "kundert src missing, will use 1st column of A\n"); + fprintf (stdout, "kundert src missing, will use 1st column of A\n"); + return -1; + } + if (strnicmp (msg, "Beginning", 9) == 0) { /* old format, read the next one */ + if (NULL == fgets (msg, BUFSIZ, fp)) { + fprintf (stderr, "kundert src missing, will use 1st column of A\n"); + fprintf (stdout, "kundert src missing, will use 1st column of A\n"); + return -1; + } + } + + j = 0; + for (i = 0; i < n; i++) { + if (i > 0) { + if (NULL == fgets (msg, BUFSIZ, fp)) { + fprintf (stderr, "kundert src missing 3 at %d\n", i); + return 0; + } + } + if (isreal) { + nTok = sscanf (msg, "%lf", &re); + rhs[j++] = re; + } else { + nTok = sscanf (msg, "%lf%lf", &re, &im); + rhs[j++] = re; + rhs[j++] = im; + } + } + + return 1; +} + +int main (int argc, char *argv[]) +{ + int n, isreal, i, p, sort_columns; + int *Ap = NULL, *Ai = NULL; + double *Ax = NULL, *rhs = NULL; + FILE *fp = NULL; + cs *triplet = NULL, *compress = NULL, *A = NULL; + klu_symbolic *Symbolic; + klu_numeric *Numeric; + klu_common Common; + int lunz; + double rnorm; // unsigned long kbStart, kbEnd; double BeginTime; - sort_columns = 1; - + sort_columns = 1; + BeginTime = Time(); // kbStart = VMKiloBytes(); - - /* load a matrix in triplet form */ - if (argc != 2) { - return usage(); - } - fp = fopen (argv[1], "r"); - if (!fp) { - printf ("failed to open '%s' for read\n", argv[1]); - return 0; - } - - get_kundert_header (fp, &isreal, &n); - - if (n < 1) { - printf ("matrix dimension must be positive\n"); - return 0; - } - - /* read the values */ - if (isreal) { - triplet = cs_spalloc (n, n, n, 1, 1); - } else { - triplet = csz_spalloc (n, n, n, 1, 1); - } - read_kundert_values (fp, triplet, isreal, sort_columns ? 1 : 0); - - /* put into compressed column format */ - if (isreal) { - compress = cs_compress (triplet); - cs_dupl (compress); - cs_dropzeros (compress); - if (sort_columns) { - A = cs_transpose (compress, 1); - cs_spfree (compress); - } else { - A = compress; - } -// cs_print (triplet, 0); -// cs_print (A, 0); - } else { - compress = csz_compress (triplet); - csz_dupl (compress); - csz_dropzeros (compress); - if (sort_columns) { - A = csz_transpose (compress, 1); - cs_spfree (compress); - } else { - A = compress; - } -// csz_print (triplet, 0); -// csz_print (A, 0); - } - - cs_spfree (triplet); - n = A->n; - Ap = A->p; - Ai = A->i; - Ax = A->x; - - /* read the RHS, but pre-load the default value as 1st column from A */ - if (isreal) { - rhs = cs_malloc (n, sizeof (double)); - for (i = 0; i < n; i++) rhs[i] = 0.0; - for (p = Ap[0]; p < Ap[1]; p++) { - i = Ai[p]; - rhs[i] = Ax[p]; - } - } else { - rhs = cs_malloc (2 * n, sizeof (double)); - for (i = 0; i < 2 * n; i++) rhs[i] = 0.0; - for (p = Ap[0]; p < Ap[1]; p++) { - i = Ai[p]; - rhs[2*i] = Ax[2*p]; - rhs[2*i + 1] = Ax[2*p + 1]; - } - } - read_kundert_source (fp, rhs, n, isreal); - - /* solve it */ - rnorm = 0.0; - klu_defaults (&Common); - Common.halt_if_singular = 0; // only for testing - Symbolic = klu_analyze (n, Ap, Ai, &Common); - if (isreal) { - Numeric = klu_factor (Ap, Ai, Ax, Symbolic, &Common); - klu_solve (Symbolic, Numeric, n, 1, rhs, &Common); - - klu_rgrowth (Ap, Ai, Ax, Symbolic, Numeric, &Common); - if (n > 1) klu_condest (Ap, Ax, Symbolic, Numeric, &Common); - klu_rcond (Symbolic, Numeric, &Common); - klu_flops (Symbolic, Numeric, &Common); - lunz = Numeric->lnz + Numeric->unz - n + - ((Numeric->Offp) ? (Numeric->Offp [n]) : 0); - printf ("n %d nnz(A) %d nnz(L+U+F) %d resid %g\n" - "recip growth %g condest %g rcond %g flops %g\n", - n, Ap [n], lunz, rnorm, Common.rgrowth, Common.condest, - Common.rcond, Common.flops); - - klu_free_numeric (&Numeric, &Common); - } else { - Numeric = klu_z_factor (Ap, Ai, Ax, Symbolic, &Common); - klu_z_solve (Symbolic, Numeric, n, 1, rhs, &Common); - - klu_z_rgrowth (Ap, Ai, Ax, Symbolic, Numeric, &Common); - if (n > 1) klu_z_condest (Ap, Ax, Symbolic, Numeric, &Common); - klu_z_rcond (Symbolic, Numeric, &Common); - klu_z_flops (Symbolic, Numeric, &Common); - lunz = Numeric->lnz + Numeric->unz - n + - ((Numeric->Offp) ? (Numeric->Offp [n]) : 0); - printf ("n %d nnz(A) %d nnz(L+U+F) %d resid %g\n" - "recip growth %g condest %g rcond %g flops %g\n", - n, Ap [n], lunz, rnorm, Common.rgrowth, Common.condest, - Common.rcond, Common.flops); - - klu_z_free_numeric (&Numeric, &Common); - } - klu_free_symbolic (&Symbolic, &Common); - - for (i = 0 ; i < n && i <= 10 ; i++) { - if (isreal) { - printf ("x [%d] = %g\n", i, rhs[i]); - } else { - printf ("x [%d] = %g + j%g\n", i, rhs[2*i], rhs[2*i+1]); - } - } - - if (rhs) { - cs_free (rhs); - } - cs_spfree (A); + + /* load a matrix in triplet form */ + if (argc != 2) { + return usage(); + } + fp = fopen (argv[1], "r"); + if (!fp) { + printf ("failed to open '%s' for read\n", argv[1]); + return 0; + } + + get_kundert_header (fp, &isreal, &n); + + if (n < 1) { + printf ("matrix dimension must be positive\n"); + return 0; + } + + /* read the values */ + if (isreal) { + triplet = cs_spalloc (n, n, n, 1, 1); + } else { + triplet = csz_spalloc (n, n, n, 1, 1); + } + read_kundert_values (fp, triplet, isreal, sort_columns ? 1 : 0); + + /* put into compressed column format */ + if (isreal) { + compress = cs_compress (triplet); + cs_dupl (compress); + cs_dropzeros (compress); + if (sort_columns) { + A = cs_transpose (compress, 1); + cs_spfree (compress); + } else { + A = compress; + } +// cs_print (triplet, 0); +// cs_print (A, 0); + } else { + compress = csz_compress (triplet); + csz_dupl (compress); + csz_dropzeros (compress); + if (sort_columns) { + A = csz_transpose (compress, 1); + cs_spfree (compress); + } else { + A = compress; + } +// csz_print (triplet, 0); +// csz_print (A, 0); + } + + cs_spfree (triplet); + n = A->n; + Ap = A->p; + Ai = A->i; + Ax = A->x; + + /* read the RHS, but pre-load the default value as 1st column from A */ + if (isreal) { + rhs = cs_malloc (n, sizeof (double)); + for (i = 0; i < n; i++) rhs[i] = 0.0; + for (p = Ap[0]; p < Ap[1]; p++) { + i = Ai[p]; + rhs[i] = Ax[p]; + } + } else { + rhs = cs_malloc (2 * n, sizeof (double)); + for (i = 0; i < 2 * n; i++) rhs[i] = 0.0; + for (p = Ap[0]; p < Ap[1]; p++) { + i = Ai[p]; + rhs[2*i] = Ax[2*p]; + rhs[2*i + 1] = Ax[2*p + 1]; + } + } + read_kundert_source (fp, rhs, n, isreal); + + /* solve it */ + rnorm = 0.0; + klu_defaults (&Common); + Common.halt_if_singular = 0; // only for testing + Symbolic = klu_analyze (n, Ap, Ai, &Common); + if (isreal) { + Numeric = klu_factor (Ap, Ai, Ax, Symbolic, &Common); + klu_solve (Symbolic, Numeric, n, 1, rhs, &Common); + + klu_rgrowth (Ap, Ai, Ax, Symbolic, Numeric, &Common); + if (n > 1) klu_condest (Ap, Ax, Symbolic, Numeric, &Common); + klu_rcond (Symbolic, Numeric, &Common); + klu_flops (Symbolic, Numeric, &Common); + lunz = Numeric->lnz + Numeric->unz - n + + ((Numeric->Offp) ? (Numeric->Offp [n]) : 0); + printf ("n %d nnz(A) %d nnz(L+U+F) %d resid %g\n" + "recip growth %g condest %g rcond %g flops %g\n", + n, Ap [n], lunz, rnorm, Common.rgrowth, Common.condest, + Common.rcond, Common.flops); + + klu_free_numeric (&Numeric, &Common); + } else { + Numeric = klu_z_factor (Ap, Ai, Ax, Symbolic, &Common); + klu_z_solve (Symbolic, Numeric, n, 1, rhs, &Common); + + klu_z_rgrowth (Ap, Ai, Ax, Symbolic, Numeric, &Common); + if (n > 1) klu_z_condest (Ap, Ax, Symbolic, Numeric, &Common); + klu_z_rcond (Symbolic, Numeric, &Common); + klu_z_flops (Symbolic, Numeric, &Common); + lunz = Numeric->lnz + Numeric->unz - n + + ((Numeric->Offp) ? (Numeric->Offp [n]) : 0); + printf ("n %d nnz(A) %d nnz(L+U+F) %d resid %g\n" + "recip growth %g condest %g rcond %g flops %g\n", + n, Ap [n], lunz, rnorm, Common.rgrowth, Common.condest, + Common.rcond, Common.flops); + + klu_z_free_numeric (&Numeric, &Common); + } + klu_free_symbolic (&Symbolic, &Common); + + for (i = 0 ; i < n && i <= 10 ; i++) { + if (isreal) { + printf ("x [%d] = %g\n", i, rhs[i]); + } else { + printf ("x [%d] = %g + j%g\n", i, rhs[2*i], rhs[2*i+1]); + } + } + + if (rhs) { + cs_free (rhs); + } + cs_spfree (A); // kbEnd = VMKiloBytes(); printf ("\nAggregate resource usage:\n"); printf (" Time required = %.2f seconds.\n", Time() - BeginTime); // printf (" Virtual memory used = %ul kBytes.\n", kbEnd - kbStart); - printf (" Peak memory usage: %ul kBytes.\n", Common.mempeak / 1000); - - return (0) ; -} - + printf (" Peak memory usage: %ul kBytes.\n", Common.mempeak / 1000); + + return (0) ; +} + #endif \ No newline at end of file diff --git a/KLU/KLU.vcxproj 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