test_complex_source.c

来自「math library from gnu」· C语言 代码 · 共 704 行 · 第 1/2 页

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/* matrix/test_complex_source.c *  * Copyright (C) 1996, 1997, 1998, 1999, 2000, 2007 Gerard Jungman, Brian Gough *  * This program is free software; you can redistribute it and/or modify * it under the terms of the GNU General Public License as published by * the Free Software Foundation; either version 3 of the License, or (at * your option) any later version. *  * This program is distributed in the hope that it will be useful, but * WITHOUT ANY WARRANTY; without even the implied warranty of * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE.  See the GNU * General Public License for more details. *  * You should have received a copy of the GNU General Public License * along with this program; if not, write to the Free Software * Foundation, Inc., 51 Franklin Street, Fifth Floor, Boston, MA 02110-1301, USA. */void FUNCTION (test, func) (void);void FUNCTION (test, trap) (void);void FUNCTION (test, text) (void);void FUNCTION (test, binary) (void);void FUNCTION (test, arith) (void);#define TEST(expr,desc) gsl_test((expr), NAME(gsl_matrix) desc " M=%d, N=%d", M, N)voidFUNCTION (test, func) (void){  size_t i, j;  int k = 0;  TYPE (gsl_matrix) * m = FUNCTION (gsl_matrix, alloc) (M, N);  gsl_test (m->data == 0, NAME (gsl_matrix) "_alloc returns valid pointer");  gsl_test (m->size1 != M, NAME (gsl_matrix) "_alloc returns valid size1");  gsl_test (m->size2 != N, NAME (gsl_matrix) "_alloc returns valid size2");  gsl_test (m->tda != N, NAME (gsl_matrix) "_alloc returns valid tda");  for (i = 0; i < M; i++)    {      for (j = 0; j < N; j++)        {          BASE z = ZERO;          k++;          GSL_REAL (z) = (ATOMIC) k;          GSL_IMAG (z) = (ATOMIC) (k + 1000);          FUNCTION (gsl_matrix, set) (m, i, j, z);        }    }  status = 0;  k = 0;  for (i = 0; i < M; i++)    {      for (j = 0; j < N; j++)        {          k++;          if (m->data[2 * (i * N + j)] != k ||              m->data[2 * (i * N + j) + 1] != k + 1000)            status = 1;        }    }  gsl_test (status, NAME (gsl_matrix) "_set writes into array");  status = 0;  k = 0;  for (i = 0; i < M; i++)    {      for (j = 0; j < N; j++)        {          BASE z = FUNCTION (gsl_matrix, get) (m, i, j);          k++;          if (GSL_REAL (z) != k || GSL_IMAG (z) != k + 1000)            status = 1;        }    }  gsl_test (status, NAME (gsl_matrix) "_get reads from array");  FUNCTION (gsl_matrix, free) (m);      /* free whatever is in m */  m = FUNCTION (gsl_matrix, calloc) (M, N);  {    int status = (FUNCTION(gsl_matrix,isnull)(m) != 1);    TEST (status, "_isnull" DESC " on calloc matrix");        status = (FUNCTION(gsl_matrix,ispos)(m) != 0);    TEST (status, "_ispos" DESC " on calloc matrix");        status = (FUNCTION(gsl_matrix,isneg)(m) != 0);    TEST (status, "_isneg" DESC " on calloc matrix");  }  for (i = 0; i < M; i++)    {      for (j = 0; j < N; j++)        {          BASE z = ZERO;          FUNCTION (gsl_matrix, set) (m, i, j, z);        }    }  {    status = (FUNCTION(gsl_matrix,isnull)(m) != 1);    TEST (status, "_isnull" DESC " on null matrix") ;    status = (FUNCTION(gsl_matrix,ispos)(m) != 0);    TEST (status, "_ispos" DESC " on null matrix") ;    status = (FUNCTION(gsl_matrix,isneg)(m) != 0);    TEST (status, "_isneg" DESC " on null matrix") ;  }  k = 0;  for (i = 0; i < M; i++)    {      for (j = 0; j < N; j++)        {          BASE z = ZERO;          k++;          GSL_REAL (z) = (ATOMIC) (k % 10);          GSL_IMAG (z) = (ATOMIC) ((k + 5) % 10);          FUNCTION (gsl_matrix, set) (m, i, j, z);        }    }  {    status = (FUNCTION(gsl_matrix,isnull)(m) != 0);    TEST (status, "_isnull" DESC " on non-negative matrix") ;    status = (FUNCTION(gsl_matrix,ispos)(m) != 0);    TEST (status, "_ispos" DESC " on non-negative matrix") ;    status = (FUNCTION(gsl_matrix,isneg)(m) != 0);    TEST (status, "_isneg" DESC " on non-negative matrix") ;  }  k = 0;  for (i = 0; i < M; i++)    {      for (j = 0; j < N; j++)        {          BASE z = ZERO;          k++;          GSL_REAL (z) = (ATOMIC) ((k % 10) - 5);          GSL_IMAG (z) = (ATOMIC) (((k + 5) % 10) - 5);          FUNCTION (gsl_matrix, set) (m, i, j, z);        }    }  {    status = (FUNCTION(gsl_matrix,isnull)(m) != 0);    TEST (status, "_isnull" DESC " on mixed matrix") ;    status = (FUNCTION(gsl_matrix,ispos)(m) != 0);    TEST (status, "_ispos" DESC " on mixed matrix") ;    status = (FUNCTION(gsl_matrix,isneg)(m) != 0);    TEST (status, "_isneg" DESC " on mixed matrix") ;  }  k = 0;  for (i = 0; i < M; i++)    {      for (j = 0; j < N; j++)        {          BASE z = ZERO;          k++;          GSL_REAL (z) = -(ATOMIC) (k % 10);          GSL_IMAG (z) = -(ATOMIC) ((k + 5) % 10);          FUNCTION (gsl_matrix, set) (m, i, j, z);        }    }  {    status = (FUNCTION(gsl_matrix,isnull)(m) != 0);    TEST (status, "_isnull" DESC " on non-positive matrix") ;    status = (FUNCTION(gsl_matrix,ispos)(m) != 0);    TEST (status, "_ispos" DESC " on non-positive matrix") ;    status = (FUNCTION(gsl_matrix,isneg)(m) != 0);    TEST (status, "_isneg" DESC " on non-positive matrix") ;  }  k = 0;  for (i = 0; i < M; i++)    {      for (j = 0; j < N; j++)        {          BASE z = ZERO;          k++;          GSL_REAL (z) = (ATOMIC) (k % 10 + 1);          GSL_IMAG (z) = (ATOMIC) ((k + 5) % 10 + 1);          FUNCTION (gsl_matrix, set) (m, i, j, z);        }    }  {    status = (FUNCTION(gsl_matrix,isnull)(m) != 0);    TEST (status, "_isnull" DESC " on positive matrix") ;    status = (FUNCTION(gsl_matrix,ispos)(m) != 1);    TEST (status, "_ispos" DESC " on positive matrix") ;    status = (FUNCTION(gsl_matrix,isneg)(m) != 0);    TEST (status, "_isneg" DESC " on positive matrix") ;  }  k = 0;  for (i = 0; i < M; i++)    {      for (j = 0; j < N; j++)        {          BASE z = ZERO;          k++;          GSL_REAL (z) = -(ATOMIC) (k % 10 + 1);          GSL_IMAG (z) = -(ATOMIC) ((k + 5) % 10 + 1);          FUNCTION (gsl_matrix, set) (m, i, j, z);        }    }  {    status = (FUNCTION(gsl_matrix,isnull)(m) != 0);    TEST (status, "_isnull" DESC " on negative matrix") ;    status = (FUNCTION(gsl_matrix,ispos)(m) != 0);    TEST (status, "_ispos" DESC " on negative matrix") ;    status = (FUNCTION(gsl_matrix,isneg)(m) != 1);    TEST (status, "_isneg" DESC " on negative matrix") ;  }  FUNCTION (gsl_matrix, free) (m);      /* free whatever is in m */}#if !(USES_LONGDOUBLE && !HAVE_PRINTF_LONGDOUBLE)voidFUNCTION (test, text) (void){  TYPE (gsl_matrix) * m = FUNCTION (gsl_matrix, alloc) (M, N);  size_t i, j;  int k = 0;  {    FILE *f = fopen ("test.txt", "w");    k = 0;    for (i = 0; i < M; i++)      {        for (j = 0; j < N; j++)          {            BASE z;            k++;            GSL_REAL (z) = (ATOMIC) k;            GSL_IMAG (z) = (ATOMIC) (k + 1000);            FUNCTION (gsl_matrix, set) (m, i, j, z);          }      }    FUNCTION (gsl_matrix, fprintf) (f, m, OUT_FORMAT);    fclose (f);  }  {    FILE *f = fopen ("test.txt", "r");    TYPE (gsl_matrix) * mm = FUNCTION (gsl_matrix, alloc) (M, N);    status = 0;    FUNCTION (gsl_matrix, fscanf) (f, mm);    k = 0;    for (i = 0; i < M; i++)      {        for (j = 0; j < N; j++)          {            k++;            if (mm->data[2 * (i * N + j)] != k                || mm->data[2 * (i * N + j) + 1] != k + 1000)              status = 1;          }      }    gsl_test (status, NAME (gsl_matrix) "_fprintf and fscanf");    fclose (f);    FUNCTION (gsl_matrix, free) (mm);  }  FUNCTION (gsl_matrix, free) (m);}#endifvoidFUNCTION (test, binary) (void){  TYPE (gsl_matrix) * m = FUNCTION (gsl_matrix, alloc) (M, N);  size_t i, j;  int k = 0;  {    FILE *f = fopen ("test.dat", "wb");    k = 0;    for (i = 0; i < M; i++)      {        for (j = 0; j < N; j++)          {            BASE z = ZERO;            k++;            GSL_REAL (z) = (ATOMIC) k;            GSL_IMAG (z) = (ATOMIC) (k + 1000);            FUNCTION (gsl_matrix, set) (m, i, j, z);          }      }    FUNCTION (gsl_matrix, fwrite) (f, m);    fclose (f);  }  {    FILE *f = fopen ("test.dat", "rb");    TYPE (gsl_matrix) * mm = FUNCTION (gsl_matrix, alloc) (M, N);    status = 0;    FUNCTION (gsl_matrix, fread) (f, mm);    k = 0;    for (i = 0; i < M; i++)      {        for (j = 0; j < N; j++)          {            k++;            if (mm->data[2 * (i * N + j)] != k                || mm->data[2 * (i * N + j) + 1] != k + 1000)              status = 1;          }      }    gsl_test (status, NAME (gsl_matrix) "_write and read");    fclose (f);    FUNCTION (gsl_matrix, free) (mm);  }  FUNCTION (gsl_matrix, free) (m);}

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