libstdc++-v3/testsuite/tr1/5_numerical_facilities/special_functions/testcase.h

   1 // 2007-02-04  Edward Smith-Rowland <3dw4rd@verizon.net>
   2 //
   3 // Copyright (C) 2007-2023 Free Software Foundation, Inc.
   4 //
   5 // This file is part of the GNU ISO C++ Library.  This library is free
   6 // software; you can redistribute it and/or modify it under the
   7 // terms of the GNU General Public License as published by the
   8 // Free Software Foundation; either version 3, or (at your option)
   9 // any later version.
  10 //
  11 // This library is distributed in the hope that it will be useful,
  12 // but WITHOUT ANY WARRANTY; without even the implied warranty of
  13 // MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE.  See the
  14 // GNU General Public License for more details.
  15 //
  16 // You should have received a copy of the GNU General Public License along
  17 // with this library; see the file COPYING3.  If not see
  18 // <http://www.gnu.org/licenses/>.
  19
  20 //  testcase.h
  21
  22 //
  23 //  These are little PODs for special function inputs and
  24 //  expected results for the testsuite.
  25 //
  26
  27 //  5.2.1.1  Associated Laguerre polynomials.
  28 template <typename _Tp>
  29 struct testcase_assoc_laguerre
  30 {
  31   _Tp f0;
  32   unsigned int n;
  33   unsigned int m;
  34   _Tp x;
  35   _Tp f;
  36 };
  37
  38 //  5.2.1.2  Associated Legendre functions.
  39 template <typename _Tp>
  40 struct testcase_assoc_legendre
  41 {
  42   _Tp f0;
  43   unsigned int l;
  44   unsigned int m;
  45   _Tp x;
  46   _Tp f;
  47 };
  48
  49 //  5.2.1.3  Beta function.
  50 template <typename _Tp>
  51 struct testcase_beta
  52 {
  53   _Tp f0;
  54   _Tp x;
  55   _Tp y;
  56   _Tp f;
  57 };
  58
  59 //  5.2.1.4  Complete elliptic integrals of the first kind.
  60 template <typename _Tp>
  61 struct testcase_comp_ellint_1
  62 {
  63   _Tp f0;
  64   _Tp k;
  65   _Tp f;
  66 };
  67
  68 //  5.2.1.5  Complete elliptic integrals of the second kind.
  69 template <typename _Tp>
  70 struct testcase_comp_ellint_2
  71 {
  72   _Tp f0;
  73   _Tp k;
  74   _Tp f;
  75 };
  76
  77 //  5.2.1.6  Complete elliptic integrals of the third kind.
  78 template <typename _Tp>
  79 struct testcase_comp_ellint_3
  80 {
  81   _Tp f0;
  82   _Tp k;
  83   _Tp nu;
  84   _Tp f;
  85 };
  86
  87 //  5.2.1.7  Confluent hypergeometric functions.
  88 template <typename _Tp>
  89 struct testcase_conf_hyperg
  90 {
  91   _Tp f0;
  92   _Tp a;
  93   _Tp c;
  94   _Tp x;
  95   _Tp f;
  96 };
  97
  98 //  5.2.1.8  Regular modified cylindrical Bessel functions.
  99 template <typename _Tp>
 100 struct testcase_cyl_bessel_i
 101 {
 102   _Tp f0;
 103   _Tp nu;
 104   _Tp x;
 105   _Tp f;
 106 };
 107
 108 //  5.2.1.9  Cylindrical Bessel functions (of the first kind).
 109 template <typename _Tp>
 110 struct testcase_cyl_bessel_j
 111 {
 112   _Tp f0;
 113   _Tp nu;
 114   _Tp x;
 115   _Tp f;
 116 };
 117
 118 //  5.2.1.10  Irregular modified cylindrical Bessel functions.
 119 template <typename _Tp>
 120 struct testcase_cyl_bessel_k
 121 {
 122   _Tp f0;
 123   _Tp nu;
 124   _Tp x;
 125   _Tp f;
 126 };
 127
 128 //  5.2.1.11  Cylindrical Neumann functions.
 129 template <typename _Tp>
 130 struct testcase_cyl_neumann
 131 {
 132   _Tp f0;
 133   _Tp nu;
 134   _Tp x;
 135   _Tp f;
 136 };
 137
 138 //  5.2.1.12  Elliptic integrals of the first kind.
 139 template <typename _Tp>
 140 struct testcase_ellint_1
 141 {
 142   _Tp f0;
 143   _Tp k;
 144   _Tp phi;
 145   _Tp f;
 146 };
 147
 148 //  5.2.1.13  Elliptic integrals of the second kind.
 149 template <typename _Tp>
 150 struct testcase_ellint_2
 151 {
 152   _Tp f0;
 153   _Tp k;
 154   _Tp phi;
 155   _Tp f;
 156 };
 157
 158 //  5.2.1.14  Elliptic integrals of the third kind.
 159 template <typename _Tp>
 160 struct testcase_ellint_3
 161 {
 162   _Tp f0;
 163   _Tp k;
 164   _Tp nu;
 165   _Tp phi;
 166   _Tp f;
 167 };
 168
 169 //  5.2.1.15  Exponential integral.
 170 template <typename _Tp>
 171 struct testcase_expint
 172 {
 173   _Tp f0;
 174   _Tp x;
 175   _Tp f;
 176 };
 177
 178 //  5.2.1.16  Hermite polynomials
 179 template <typename _Tp>
 180 struct testcase_hermite
 181 {
 182   _Tp f0;
 183   unsigned int n;
 184   _Tp x;
 185   _Tp f;
 186 };
 187
 188 //  5.2.1.17  Hypergeometric functions.
 189 template <typename _Tp>
 190 struct testcase_hyperg
 191 {
 192   _Tp f0;
 193   _Tp a;
 194   _Tp b;
 195   _Tp c;
 196   _Tp x;
 197   _Tp f;
 198 };
 199
 200 //  5.2.1.18  Laguerre polynomials.
 201 template <typename _Tp>
 202 struct testcase_laguerre
 203 {
 204   _Tp f0;
 205   unsigned int n;
 206   _Tp x;
 207   _Tp f;
 208 };
 209
 210 //  5.2.1.19  Legendre polynomials.
 211 template <typename _Tp>
 212 struct testcase_legendre
 213 {
 214   _Tp f0;
 215   unsigned int l;
 216   _Tp x;
 217   _Tp f;
 218 };
 219
 220 //  5.2.1.20  Riemann zeta function.
 221 template <typename _Tp>
 222 struct testcase_riemann_zeta
 223 {
 224   _Tp f0;
 225   _Tp x;
 226   _Tp f;
 227 };
 228
 229 //  5.2.1.21  Spherical Bessel functions.
 230 template <typename _Tp>
 231 struct testcase_sph_bessel
 232 {
 233   _Tp f0;
 234   unsigned int n;
 235   _Tp x;
 236   _Tp f;
 237 };
 238
 239 //  5.2.1.22  Spherical Legendre functions.
 240 template <typename _Tp>
 241 struct testcase_sph_legendre
 242 {
 243   _Tp f0;
 244   unsigned int l;
 245   unsigned int m;
 246   _Tp theta;
 247   _Tp f;
 248 };
 249
 250 //  5.2.1.23  Spherical Neumann functions.
 251 template <typename _Tp>
 252 struct testcase_sph_neumann
 253 {
 254   _Tp f0;
 255   unsigned int n;
 256   _Tp x;
 257   _Tp f;
 258 };