1 /*
   2  * Copyright 2003-2004 Sun Microsystems, Inc.  All Rights Reserved.
   3  * DO NOT ALTER OR REMOVE COPYRIGHT NOTICES OR THIS FILE HEADER.
   4  *
   5  * This code is free software; you can redistribute it and/or modify it
   6  * under the terms of the GNU General Public License version 2 only, as
   7  * published by the Free Software Foundation.
   8  *
   9  * This code is distributed in the hope that it will be useful, but WITHOUT
  10  * ANY WARRANTY; without even the implied warranty of MERCHANTABILITY or
  11  * FITNESS FOR A PARTICULAR PURPOSE.  See the GNU General Public License
  12  * version 2 for more details (a copy is included in the LICENSE file that
  13  * accompanied this code).
  14  *
  15  * You should have received a copy of the GNU General Public License version
  16  * 2 along with this work; if not, write to the Free Software Foundation,
  17  * Inc., 51 Franklin St, Fifth Floor, Boston, MA 02110-1301 USA.
  18  *
  19  * Please contact Sun Microsystems, Inc., 4150 Network Circle, Santa Clara,
  20  * CA 95054 USA or visit www.sun.com if you need additional information or
  21  * have any questions.
  22  */
  23 
  24 /*
  25  * @test
  26  * @bug 4851625
  27  * @summary Tests for StrictMath.{sinh, cosh, tanh}
  28  * @author Joseph D. Darcy
  29  */
  30 
  31 /**
  32  * The tests in ../Math/HyperbolicTests.java test properties that
  33  * should hold for any implementation of the hyperbolic functions
  34  * sinh, cos, and tanh, including the FDLIBM-based ones required by
  35  * the StrictMath class.  Therefore, the test cases in
  36  * ../Math/HyperbolicTests.java are run against both the Math and
  37  * StrictMath versions of the hyperbolic methods.  The role of this
  38  * test is to verify that the FDLIBM algorithms are being used by
  39  * running golden file tests on values that may vary from one
  40  * conforming implementation of the hyperbolics to another.
  41  */
  42 
  43 public class HyperbolicTests {
  44     private HyperbolicTests(){}
  45 
  46     static int testSinhCase(double input, double expected) {
  47         return Tests.test("StrictMath.sinh(double)", input,
  48                           StrictMath.sinh(input), expected);
  49     }
  50 
  51     static int testCoshCase(double input, double expected) {
  52         return Tests.test("StrictMath.cosh(double)", input,
  53                           StrictMath.cosh(input), expected);
  54     }
  55 
  56     static int testTanhCase(double input, double expected) {
  57         return Tests.test("StrictMath.tanh(double)", input,
  58                           StrictMath.tanh(input), expected);
  59     }
  60 
  61     static int testSinh() {
  62         int failures = 0;
  63         double [][] testCases = {
  64             {0x1.5798ee2308c3ap-27,     0x1.5798ee2308c3bp-27},
  65             {0x1.ffffffffffff8p-26,     0x1.ffffffffffffap-26},
  66             {0x1.ffffffffffffep-26,     0x1.0p-25},
  67             {0x1.ffffffffffff8p-25,     0x1.ffffffffffffep-25},
  68             {0x1.ffffffffffffap-25,     0x1.0p-24},
  69             {0x1.ad7f29abcaf47p-24,     0x1.ad7f29abcaf53p-24},
  70             {0x1.ad7f29abcaf48p-24,     0x1.ad7f29abcaf54p-24},
  71             {0x1.fffffffffffeap-24,     0x1.0p-23},
  72             {0x1.ffffffffffff8p-24,     0x1.0000000000007p-23},
  73             {0x1.fffffffffffaap-23,     0x1.0p-22},
  74             {0x1.ffffffffffff8p-23,     0x1.0000000000027p-22},
  75             {0x1.ffffffffffeaap-22,     0x1.0p-21},
  76             {0x1.ffffffffffff8p-22,     0x1.00000000000a7p-21},
  77             {0x1.ffffffffffaaap-21,     0x1.0p-20},
  78             {0x1.ffffffffffff8p-21,     0x1.00000000002a7p-20},
  79             {0x1.0c6f7a0b5ed8cp-20,     0x1.0c6f7a0b5f09fp-20},
  80             {0x1.0c6f7a0b5ed8dp-20,     0x1.0c6f7a0b5f0ap-20},
  81             {0x1.fffffffffeaaap-20,     0x1.0p-19},
  82             {0x1.ffffffffffff8p-20,     0x1.0000000000aa7p-19},
  83             {0x1.ffffffffffff8p-19,     0x1.0000000002aa7p-18},
  84             {0x1.ffffffffffff7p-18,     0x1.000000000aaa6p-17},
  85             {0x1.4f8b588e368d9p-17,     0x1.4f8b588e4e928p-17},
  86             {0x1.ffffffffffffep-17,     0x1.000000002aaa9p-16},
  87             {0x1.0p-16,                 0x1.000000002aaaap-16},
  88             {0x1.fffffffffffffp-16,     0x1.00000000aaaabp-15},
  89             {0x1.fffffffffeaaap-15,     0x1.00000002aap-14},
  90             {0x1.ffffffffffffep-15,     0x1.00000002aaaa9p-14},
  91             {0x1.0p-14,                 0x1.00000002aaaaap-14},
  92             {0x1.a36e2eb1c3dd4p-14,     0x1.a36e2ebd7e43ap-14},
  93             {0x1.a36e2eb1c3f8cp-14,     0x1.a36e2ebd7e5f1p-14},
  94             {0x1.a36e2eb1c432cp-14,     0x1.a36e2ebd7e991p-14},
  95             {0x1.fffffffffffffp-14,     0x1.0000000aaaaabp-13},
  96             {0x1.ffffffffffffep-13,     0x1.0000002aaaaa9p-12},
  97             {0x1.0p-12,                 0x1.0000002aaaaaap-12},
  98             {0x1.ffffffffff7f9p-12,     0x1.000000aaaa6a9p-11},
  99             {0x1.fffffffffffffp-12,     0x1.000000aaaaaadp-11},
 100             {0x1.ffffffffffffep-11,     0x1.000002aaaaacbp-10},
 101             {0x1.0p-10,                 0x1.000002aaaaaccp-10},
 102             {0x1.0624dd2f1a79p-10,      0x1.0624e00c1c776p-10},
 103             {0x1.0624dd2f1a8c9p-10,     0x1.0624e00c1c8bp-10},
 104             {0x1.0624dd2f1a9fcp-10,     0x1.0624e00c1c9e3p-10},
 105             {0x1.ffffffffffffep-10,     0x1.00000aaaaaccbp-9},
 106             {0x1.0p-9,                  0x1.00000aaaaacccp-9},
 107             {0x1.ffffffffffe4ap-9,      0x1.00002aaaacbf2p-8},
 108             {0x1.fffffffffffffp-9,      0x1.00002aaaacccdp-8},
 109             {0x1.fffffffffff9dp-8,      0x1.0000aaaaccc9bp-7},
 110             {0x1.ffffffffffffep-8,      0x1.0000aaaacccccp-7},
 111             {0x1.0p-7,                  0x1.0000aaaaccccdp-7},
 112             {0x1.47ae147ae146fp-7,      0x1.47af7a654e9e2p-7},
 113             {0x1.47ae147ae147ap-7,      0x1.47af7a654e9eep-7},
 114             {0x1.47ae147ae147bp-7,      0x1.47af7a654e9efp-7},
 115             {0x1.fffffffffffb6p-7,      0x1.0002aaaccccb4p-6},
 116             {0x1.fffffffffffcap-7,      0x1.0002aaaccccbep-6},
 117             {0x1.ffffffffffff7p-7,      0x1.0002aaaccccd5p-6},
 118             {0x1.fffffffffffe9p-6,      0x1.000aaacccd001p-5},
 119             {0x1.ffffffffffff7p-6,      0x1.000aaacccd008p-5},
 120             {0x1.fffffffffffffp-6,      0x1.000aaacccd00dp-5},
 121             {0x1.ffffffffffff6p-5,      0x1.002aacccd9cd7p-4},
 122             {0x1.ffffffffffff8p-5,      0x1.002aacccd9cd9p-4},
 123             {0x1.0p-4,                  0x1.002aacccd9cddp-4},
 124             {0x1.9999999999995p-4,      0x1.9a487337b59afp-4},
 125             {0x1.9999999999996p-4,      0x1.9a487337b59afp-4},
 126             {0x1.9999999999998p-4,      0x1.9a487337b59b1p-4},
 127             {0x1.ffffffffffffap-4,      0x1.00aaccd00d2edp-3},
 128             {0x1.ffffffffffffcp-4,      0x1.00aaccd00d2efp-3},
 129             {0x1.ffffffffffff3p-3,      0x1.02accd9d080fbp-2},
 130             {0x1.ffffffffffffdp-3,      0x1.02accd9d08101p-2},
 131             {0x1.fffffffffffffp-3,      0x1.02accd9d08101p-2},
 132             {0x1.fffffffffffecp-2,      0x1.0acd00fe63b8cp-1},
 133             {0x1.ffffffffffffcp-2,      0x1.0acd00fe63b94p-1},
 134             {0x1.0p-1,                  0x1.0acd00fe63b97p-1},
 135             {0x1.ffffffffffff6p-1,      0x1.2cd9fc44eb97ap0},
 136             {0x1.ffffffffffffep-1,      0x1.2cd9fc44eb981p0},
 137             {0x1.fffffffffffffp0,       0x1.d03cf63b6e19ep1},
 138             {0x1.0p1,                   0x1.d03cf63b6e1ap1},
 139             {0x1.fffffffffffffp1,       0x1.b4a380370362dp4},
 140             {0x1.0p2,                   0x1.b4a380370363p4},
 141             {0x1.ffffffffffffcp2,       0x1.749ea514eca4ep10},
 142             {0x1.0p3,                   0x1.749ea514eca66p10},
 143             {0x1.fffffffffffffp3,       0x1.0f2ebd0a7ffdcp22},
 144             {0x1.0p4,                   0x1.0f2ebd0a7ffe4p22},
 145             {0x1.fffffffffff68p4,       0x1.1f43fcc4b5b83p45},
 146             {0x1.fffffffffffd4p4,       0x1.1f43fcc4b6316p45},
 147             {0x1.0p5,                   0x1.1f43fcc4b662cp45},
 148         };
 149 
 150         for (double[] testCase: testCases)
 151             failures+=testSinhCase(testCase[0], testCase[1]);
 152 
 153         return failures;
 154     }
 155 
 156     static int testCosh() {
 157         int failures = 0;
 158         double [][] testCases = {
 159             {0x1.fffffffffb49fp-8,      0x1.00020000aaaabp0},
 160             {0x1.47ae147ae0e45p-7,      0x1.000346de27853p0},
 161             {0x1.fffffffffd9f3p-7,      0x1.0008000aaab05p0},
 162             {0x1.ffffffffff9f1p-7,      0x1.0008000aaab05p0},
 163             {0x1.fffffffffe27dp-6,      0x1.002000aaac169p0},
 164             {0x1.ffffffffff27bp-6,      0x1.002000aaac16bp0},
 165             {0x1.ffffffffffb9cp-5,      0x1.00800aab05b1ep0},
 166             {0x1.ffffffffffd9dp-5,      0x1.00800aab05b1fp0},
 167             {0x1.9999999999368p-4,      0x1.0147f40224b2ep0},
 168             {0x1.9999999999727p-4,      0x1.0147f40224b35p0},
 169             {0x1.ffffffffffed1p-4,      0x1.0200aac16db6cp0},
 170             {0x1.fffffffffffd1p-4,      0x1.0200aac16db6ep0},
 171             {0x1.ffffffffffeb4p-3,      0x1.080ab05ca613bp0},
 172             {0x1.ffffffffffff2p-3,      0x1.080ab05ca6146p0},
 173             {0x1.ffffffffffff3p-2,      0x1.20ac1862ae8cep0},
 174             {0x1.ffffffffffff9p-2,      0x1.20ac1862ae8dp0},
 175             {0x1.0p0,                   0x1.8b07551d9f551p0},
 176             {0x1.ffffffffffffbp0,       0x1.e18fa0df2d9b3p1},
 177             {0x1.ffffffffffffep0,       0x1.e18fa0df2d9b8p1},
 178             {0x1.fffffffffffffp0,       0x1.e18fa0df2d9bap1},
 179             {0x1.ffffffffffff9p1,       0x1.b4ee858de3e68p4},
 180             {0x1.ffffffffffffep1,       0x1.b4ee858de3e7ap4},
 181             {0x1.fffffffffffffp1,       0x1.b4ee858de3e7dp4},
 182             {0x1.ffffffffffffcp2,       0x1.749eaa93f4e5ep10},
 183             {0x1.ffffffffffffdp2,       0x1.749eaa93f4e64p10},
 184             {0x1.0p3,                   0x1.749eaa93f4e76p10},
 185             {0x1.fffffffffff6fp3,       0x1.0f2ebd0a7fb9p22},
 186             {0x1.0p4,                   0x1.0f2ebd0a8005cp22},
 187             {0x1.fffffffffffd4p4,       0x1.1f43fcc4b6316p45},
 188             {0x1.0p5,                   0x1.1f43fcc4b662cp45},
 189         };
 190 
 191         for (double[] testCase: testCases)
 192             failures+=testCoshCase(testCase[0], testCase[1]);
 193 
 194         return failures;
 195     }
 196 
 197     static int testTanh() {
 198         int failures = 0;
 199         double [][] testCases = {
 200             {0x1.5798ee2308c36p-27,     0x1.5798ee2308c36p-27},
 201             {0x1.ffffffffffffep-26,     0x1.ffffffffffffbp-26},
 202             {0x1.ffffffffffffep-25,     0x1.ffffffffffff3p-25},
 203             {0x1.ad7f29abcaf47p-24,     0x1.ad7f29abcaf2dp-24},
 204             {0x1.ad7f29abcaf48p-24,     0x1.ad7f29abcaf2ep-24},
 205             {0x1.ffffffffffffep-24,     0x1.fffffffffffd3p-24},
 206             {0x1.ffffffffffffep-23,     0x1.fffffffffff53p-23},
 207             {0x1.ffffffffffffep-22,     0x1.ffffffffffd53p-22},
 208             {0x1.ffffffffffffep-21,     0x1.ffffffffff553p-21},
 209             {0x1.0c6f7a0b5ed8dp-20,     0x1.0c6f7a0b5e767p-20},
 210             {0x1.ffffffffffffep-20,     0x1.fffffffffd553p-20},
 211             {0x1.ffffffffffffep-19,     0x1.fffffffff5553p-19},
 212             {0x1.fffffffffffffp-18,     0x1.ffffffffd5555p-18},
 213             {0x1.0p-17,                 0x1.ffffffffd5556p-18},
 214             {0x1.4f8b588e368edp-17,     0x1.4f8b588e0685p-17},
 215             {0x1.fffffffffffffp-17,     0x1.ffffffff55554p-17},
 216             {0x1.fffffffffffffp-16,     0x1.fffffffd55555p-16},
 217             {0x1.0p-15,                 0x1.fffffffd55556p-16},
 218             {0x1.fffffffffe5ddp-15,     0x1.fffffff553b33p-15},
 219             {0x1.fffffffffffffp-15,     0x1.fffffff555554p-15},
 220             {0x1.a36e2eb1c432dp-14,     0x1.a36e2e9a4f663p-14},
 221             {0x1.ffffffffffffep-14,     0x1.ffffffd555553p-14},
 222             {0x1.0p-13,                 0x1.ffffffd555555p-14},
 223             {0x1.ffffffffffd51p-13,     0x1.ffffff55552aap-13},
 224             {0x1.fffffffffffffp-13,     0x1.ffffff5555559p-13},
 225             {0x1.ffffffffffffep-12,     0x1.fffffd5555597p-12},
 226             {0x1.0p-11,                 0x1.fffffd5555599p-12},
 227             {0x1.fffffffffff1p-11,      0x1.fffff555558a9p-11},
 228             {0x1.0p-10,                 0x1.fffff5555599ap-11},
 229             {0x1.0624dd2f1a9c6p-10,     0x1.0624d77516cabp-10},
 230             {0x1.0624dd2f1a9f8p-10,     0x1.0624d77516cdep-10},
 231             {0x1.fffffffffffddp-10,     0x1.ffffd55559976p-10},
 232             {0x1.fffffffffffffp-10,     0x1.ffffd55559999p-10},
 233             {0x1.ffffffffffffcp-9,      0x1.ffff555599993p-9},
 234             {0x1.ffffffffffffep-9,      0x1.ffff555599996p-9},
 235             {0x1.ffffffffffff8p-8,      0x1.fffd555999924p-8},
 236             {0x1.ffffffffffffep-8,      0x1.fffd555999929p-8},
 237             {0x1.47ae147ae1458p-7,      0x1.47ab48ae4593cp-7},
 238             {0x1.47ae147ae1464p-7,      0x1.47ab48ae45947p-7},
 239             {0x1.ffffffffffffep-7,      0x1.fff5559997df6p-7},
 240             {0x1.fffffffffffffp-7,      0x1.fff5559997df8p-7},
 241             {0x1.ffffffffffff9p-6,      0x1.ffd559992b1d8p-6},
 242             {0x1.ffffffffffffep-6,      0x1.ffd559992b1dcp-6},
 243             {0x1.ffffffffffff9p-5,      0x1.ff55997e030d1p-5},
 244             {0x1.fffffffffffffp-5,      0x1.ff55997e030d6p-5},
 245             {0x1.9999999999996p-4,      0x1.983d7795f4137p-4},
 246             {0x1.9999999999997p-4,      0x1.983d7795f4137p-4},
 247             {0x1.fffffffffffffp-4,      0x1.fd5992bc4b834p-4},
 248             {0x1.0p-3,                  0x1.fd5992bc4b834p-4},
 249             {0x1.fffffffffffffp-3,      0x1.f597ea69a1c86p-3},
 250             {0x1.ffffffffffffcp-2,      0x1.d9353d7568aefp-2},
 251             {0x1.ffffffffffffep-2,      0x1.d9353d7568af3p-2},
 252             {0x1.ffffffffffffbp-1,      0x1.85efab514f393p-1},
 253             {0x1.ffffffffffffep-1,      0x1.85efab514f393p-1},
 254             {0x1.fffffffffffd3p0,       0x1.ed9505e1bc3cep-1},
 255             {0x1.fffffffffffe1p0,       0x1.ed9505e1bc3cfp-1},
 256             {0x1.ffffffffffed8p1,       0x1.ffa81708a0b4p-1},
 257             {0x1.fffffffffff92p1,       0x1.ffa81708a0b41p-1},
 258         };
 259 
 260         for (double[] testCase: testCases)
 261             failures+=testTanhCase(testCase[0], testCase[1]);
 262 
 263         return failures;
 264     }
 265 
 266 
 267     public static void main(String [] argv) {
 268         int failures = 0;
 269 
 270         failures += testSinh();
 271         failures += testCosh();
 272         failures += testTanh();
 273 
 274         if (failures > 0) {
 275             System.err.println("Testing the hyperbolics incurred "
 276                                + failures + " failures.");
 277             throw new RuntimeException();
 278         }
 279     }
 280 }