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📄 test_sf.c

📁 math library from gnu
💻 C
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/* specfunc/test_sf.c *  * Copyright (C) 2007 Brian Gough * Copyright (C) 1996, 1997, 1998, 1999, 2000, 2001, 2002, 2004 Gerard Jungman *  * 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. *//* Author:  G. Jungman */#include <config.h>#include <stdio.h>#include <stdlib.h>#include <string.h>#include <gsl/gsl_math.h>#include <gsl/gsl_errno.h>#include <gsl/gsl_ieee_utils.h>#include <gsl/gsl_test.h>#include <gsl/gsl_sf.h>#include "test_sf.h"doubletest_sf_frac_diff(double x1, double x2){  if(x1 == 0.0 && x2 == 0.0) {    return 0.0;  }  else if (x1 == 0.0) {    return fabs(x2);  } else if(x1 <= DBL_MAX && x2 <= DBL_MAX && (x1 + x2 != 0.0)) {    return fabs((x1-x2)/(x1+x2));  }  else {    return 1.0;  }}/* Check a result against a given value and tolerance. */inttest_sf_check_result(char * message_buff, gsl_sf_result r, double val, double tol){  int    s = 0;  double f = 0, d = 0;  if (gsl_isnan(r.val) || gsl_isnan(val))     {      s = (gsl_isnan(r.val) != gsl_isnan(val)) ? TEST_SF_INCONS : s;     }  else if (gsl_isinf(r.val) || gsl_isinf(val))     {      s = (gsl_isinf(r.val) != gsl_isinf(val)) ? TEST_SF_INCONS : s;     }  else    {      f = test_sf_frac_diff(val, r.val);      d = fabs(val - r.val);      if(d > 2.0 * TEST_SIGMA * r.err) s |= TEST_SF_INCONS;      if(r.err < 0.0)                                  s |= TEST_SF_ERRNEG;      if(gsl_isinf(r.err))                             s |= TEST_SF_ERRBAD;#if TEST_EXCESSIVE_ERROR      if(d > 0 && r.err > 1e4 * fabs(val)*tol)         s |= TEST_SF_ERRBIG;#endif      if(f > TEST_FACTOR * tol)                        s |= TEST_SF_TOLBAD;    }  if(s != 0) {    char buff[2048];    sprintf(buff, "  expected: %20.16e\n", val);    strcat(message_buff, buff);    sprintf(buff, "  obtained: %20.16e +/- %.16e (rel=%g)\n", r.val, r.err, r.err/(fabs(r.val) + r.err));    strcat(message_buff, buff);    sprintf(buff, "  fracdiff: %20.16e\n", f);    strcat(message_buff, buff);    sprintf(buff, " tolerance: %20.16e\n", tol);    strcat(message_buff, buff);  }  if(s & TEST_SF_INCONS) {    strcat(message_buff, "  value/expected not consistent within reported error\n");  }  if(s & TEST_SF_ERRNEG) {    strcat(message_buff, "  reported error negative\n");  }  if(s & TEST_SF_ERRBAD) {    strcat(message_buff, "  reported error is bad\n");  }  if(s & TEST_SF_ERRBIG) {    strcat(message_buff, "  reported error is much too big\n");  }  if(s & TEST_SF_TOLBAD) {    strcat(message_buff, "  value not within tolerance of expected value\n");  }  return s;}/* Check a result against a given value and tolerance. */inttest_sf_check_e10(char * message_buff, int e10, int e10_in){  int    s = 0;  if (e10 != e10_in)     {      s = TEST_SF_EXPBAD;    }  if(s != 0) {    char buff[2048];    sprintf(buff, "  expected exponent: 10^%d\n", e10_in);    strcat(message_buff, buff);    sprintf(buff, "  obtained exponent: 10^%d", e10);    strcat(message_buff, buff);  }  if(s & TEST_SF_EXPBAD) {    strcat(message_buff, "  exponent is incorrect\n");  }  return s;}inttest_sf_check_val(char * message_buff, double rval, double val, double tol){  int    s = 0;  double f = test_sf_frac_diff(val, rval);  if(f > TEST_FACTOR * tol)                       s |= TEST_SF_TOLBAD;  if(s != 0) {    char buff[2048];    sprintf(buff, "  expected: %20.16e\n", val);    strcat(message_buff, buff);    sprintf(buff, "  obtained: %20.16e\n", rval);    strcat(message_buff, buff);    sprintf(buff, "  fracdiff: %20.16e\n", f);    strcat(message_buff, buff);  }  if(s & TEST_SF_TOLBAD) {    strcat(message_buff, "  value not within tolerance of expected value\n");  }  return s;}/* Relax the condition on the agreement and on the usefulness * of the error estimate. */inttest_sf_check_result_relax(char * message_buff, gsl_sf_result r, double val, double tol){  int    s = 0;  double f = test_sf_frac_diff(val, r.val);  if(f > GSL_MAX_DBL(TEST_SNGL, TEST_FACTOR * tol))   s |= TEST_SF_INCONS;  if(r.err < 0.0)     s |= TEST_SF_ERRNEG;  if(gsl_isinf(r.err))              s |= TEST_SF_ERRBAD;  if(f > TEST_FACTOR * tol)         s |= TEST_SF_TOLBAD;  if(s != 0) {    char buff[2048];    sprintf(buff, "  expected: %20.16e\n", val);    strcat(message_buff, buff);    sprintf(buff, "  obtained: %20.16e +/- %.16e  (rel=%g)\n", r.val, r.err, r.err/(fabs(r.val) + r.err));    strcat(message_buff, buff);    sprintf(buff, "  fracdiff: %20.16e\n", f);    strcat(message_buff, buff);  }  if(s & TEST_SF_INCONS) {    strcat(message_buff, "  value/expected not consistent MAX(tol,SINGLE_PREC)\n");  }  if(s & TEST_SF_ERRNEG) {    strcat(message_buff, "  reported error negative\n");  }  if(s & TEST_SF_ERRBAD) {    strcat(message_buff, "  reported error is bad\n");  }  if(s & TEST_SF_TOLBAD) {    strcat(message_buff, "  value not within tolerance of expected value\n");  }  return s;}/* Check a return value. */inttest_sf_check_return(char * message_buff, int val_return, int expected_return){  if(val_return != expected_return) {    char buff[256];    sprintf(buff, "  unexpected return code: %d\n", val_return);    strcat(message_buff, buff);    return TEST_SF_RETBAD;  }  else {    return 0;  }}inttest_sf (gsl_sf_result r, double val_in, double tol, int status,         int expect_return, const char * desc){  char message_buff[4096];  int local_s = 0;  message_buff[0] = '\0';

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