/*
* Copyright ( c ) 2016 , 2022 , Oracle and / or its affiliates . All rights reserved .
* DO NOT ALTER OR REMOVE COPYRIGHT NOTICES OR THIS FILE HEADER .
*
* This code is free software ; you can redistribute it and / or modify it
* under the terms of the GNU General Public License version 2 only , as
* published by the Free Software Foundation .
*
* This code 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
* version 2 for more details ( a copy is included in the LICENSE file that
* accompanied this code ) .
*
* You should have received a copy of the GNU General Public License version
* 2 along with this work ; if not , write to the Free Software Foundation ,
* Inc . , 51 Franklin St , Fifth Floor , Boston , MA 02110 - 1301 USA .
*
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*/
/*
* @ test
* @ bug 4851642 8253409
* @ summary Tests for Math . fusedMac and StrictMath . fusedMac .
* @ build Tests
* @ build FusedMultiplyAddTests
* @ run main FusedMultiplyAddTests
* @ run main / othervm - XX : - UseFMA FusedMultiplyAddTests
*/
/**
* The specifications for both Math . fusedMac and StrictMath . fusedMac
* are the same and both are exactly specified . Therefore , both
* methods are tested in this file .
*/
public class FusedMultiplyAddTests {
private FusedMultiplyAddTests(){}
private static final double Infinity = Double .POSITIVE_INFINITY;
private static final float InfinityF = Float .POSITIVE_INFINITY;
private static final double NaN = Double .NaN;
private static final float NaNf = Float .NaN;
public static void main(String... args) {
int failures = 0 ;
failures += testNonFiniteD();
failures += testZeroesD();
failures += testSimpleD();
failures += testNonFiniteF();
failures += testZeroesF();
failures += testSimpleF();
if (failures > 0 ) {
System.err.println("Testing fma incurred "
+ failures + " failures." );
throw new RuntimeException();
}
}
private static int testNonFiniteD() {
int failures = 0 ;
double [][] testCases = {
{Infinity, Infinity, Infinity,
Infinity,
},
{-Infinity, Infinity, -Infinity,
-Infinity,
},
{-Infinity, Infinity, Infinity,
NaN,
},
{Infinity, Infinity, -Infinity,
NaN,
},
{1 .0 , Infinity, 2 .0 ,
Infinity,
},
{1 .0 , 2 .0 , Infinity,
Infinity,
},
{Infinity, 1 .0 , Infinity,
Infinity,
},
{Double .MAX_VALUE, 2 .0 , -Infinity,
-Infinity},
{Infinity, 1 .0 , -Infinity,
NaN,
},
{-Infinity, 1 .0 , Infinity,
NaN,
},
{1 .0 , NaN, 2 .0 ,
NaN,
},
{1 .0 , 2 .0 , NaN,
NaN,
},
{Infinity, 2 .0 , NaN,
NaN,
},
{NaN, 2 .0 , Infinity,
NaN,
},
};
for (double [] testCase: testCases)
failures += testFusedMacCase(testCase[0 ], testCase[1 ], testCase[2 ], testCase[3 ]);
return failures;
}
private static int testZeroesD() {
int failures = 0 ;
double [][] testCases = {
{+0 .0 , +0 .0 , +0 .0 ,
+0 .0 ,
},
{-0 .0 , +0 .0 , +0 .0 ,
+0 .0 ,
},
{+0 .0 , +0 .0 , -0 .0 ,
+0 .0 ,
},
{+0 .0 , +0 .0 , -0 .0 ,
+0 .0 ,
},
{-0 .0 , +0 .0 , -0 .0 ,
-0 .0 ,
},
{-0 .0 , -0 .0 , -0 .0 ,
+0 .0 ,
},
{-1 .0 , +0 .0 , -0 .0 ,
-0 .0 ,
},
{-1 .0 , +0 .0 , +0 .0 ,
+0 .0 ,
},
{-2 .0 , +0 .0 , -0 .0 ,
-0 .0 ,
},
{-2 .0 , +0 .0 , +0 .0 ,
+0 .0 ,
},
};
for (double [] testCase: testCases)
failures += testFusedMacCase(testCase[0 ], testCase[1 ], testCase[2 ], testCase[3 ]);
return failures;
}
private static int testSimpleD() {
int failures = 0 ;
double [][] testCases = {
{1 .0 , 2 .0 , 3 .0 ,
5 .0 ,},
{1 .0 , 2 .0 , -2 .0 ,
0 .0 ,},
{5 .0 , 5 .0 , -25 .0 ,
0 .0 ,},
{Double .MAX_VALUE, 2 .0 , -Double .MAX_VALUE,
Double .MAX_VALUE},
{Double .MAX_VALUE, 2 .0 , 1 .0 ,
Infinity},
{Double .MIN_VALUE, -Double .MIN_VALUE, +0 .0 ,
-0 .0 },
{Double .MIN_VALUE, -Double .MIN_VALUE, -0 .0 ,
-0 .0 },
{Double .MIN_VALUE, Double .MIN_VALUE, +0 .0 ,
+0 .0 },
{Double .MIN_VALUE, Double .MIN_VALUE, -0 .0 ,
+0 .0 },
{Double .MIN_VALUE, +0 .0 , -0 .0 ,
+0 .0 },
{Double .MIN_VALUE, -0 .0 , -0 .0 ,
-0 .0 },
{Double .MIN_VALUE, +0 .0 , +0 .0 ,
+0 .0 },
{Double .MIN_VALUE, -0 .0 , +0 .0 ,
+0 .0 },
{1 .0 +Math.ulp(1 .0 ), 1 .0 +Math.ulp(1 .0 ), -1 .0 -2 .0 *Math.ulp(1 .0 ),
Math.ulp(1 .0 )*Math.ulp(1 .0 )},
};
for (double [] testCase: testCases)
failures += testFusedMacCase(testCase[0 ], testCase[1 ], testCase[2 ], testCase[3 ]);
return failures;
}
private static int testNonFiniteF() {
int failures = 0 ;
float [][] testCases = {
{1 .0 f, InfinityF, 2 .0 f,
InfinityF,
},
{1 .0 f, 2 .0 f, InfinityF,
InfinityF,
},
{InfinityF, 1 .0 f, InfinityF,
InfinityF,
},
{Float .MAX_VALUE, 2 .0 f, -InfinityF,
-InfinityF},
{InfinityF, 1 .0 f, -InfinityF,
NaNf,
},
{-InfinityF, 1 .0 f, InfinityF,
NaNf,
},
{1 .0 f, NaNf, 2 .0 f,
NaNf,
},
{1 .0 f, 2 .0 f, NaNf,
NaNf,
},
{InfinityF, 2 .0 f, NaNf,
NaNf,
},
{NaNf, 2 .0 f, InfinityF,
NaNf,
},
};
for (float [] testCase: testCases)
failures += testFusedMacCase(testCase[0 ], testCase[1 ], testCase[2 ], testCase[3 ]);
return failures;
}
private static int testZeroesF() {
int failures = 0 ;
float [][] testCases = {
{+0 .0 f, +0 .0 f, +0 .0 f,
+0 .0 f,
},
{-0 .0 f, +0 .0 f, +0 .0 f,
+0 .0 f,
},
{+0 .0 f, +0 .0 f, -0 .0 f,
+0 .0 f,
},
{+0 .0 f, +0 .0 f, -0 .0 f,
+0 .0 f,
},
{-0 .0 f, +0 .0 f, -0 .0 f,
-0 .0 f,
},
{-0 .0 f, -0 .0 f, -0 .0 f,
+0 .0 f,
},
{-1 .0 f, +0 .0 f, -0 .0 f,
-0 .0 f,
},
{-1 .0 f, +0 .0 f, +0 .0 f,
+0 .0 f,
},
{-2 .0 f, +0 .0 f, -0 .0 f,
-0 .0 f,
},
};
for (float [] testCase: testCases)
failures += testFusedMacCase(testCase[0 ], testCase[1 ], testCase[2 ], testCase[3 ]);
return failures;
}
private static int testSimpleF() {
int failures = 0 ;
float [][] testCases = {
{1 .0 f, 2 .0 f, 3 .0 f,
5 .0 f,},
{1 .0 f, 2 .0 f, -2 .0 f,
0 .0 f,},
{5 .0 f, 5 .0 f, -25 .0 f,
0 .0 f,},
{Float .MAX_VALUE, 2 .0 f, -Float .MAX_VALUE,
Float .MAX_VALUE},
{Float .MAX_VALUE, 2 .0 f, 1 .0 f,
InfinityF},
{1 .0 f+Math.ulp(1 .0 f), 1 .0 f+Math.ulp(1 .0 f), -1 .0 f-2 .0 f*Math.ulp(1 .0 f),
Math.ulp(1 .0 f)*Math.ulp(1 .0 f)},
// Double-rounding if done in double precision
{0 x1.fffffep23f, 0 x1.000004 p28f, 0 x1.fep5f, 0 x1.000002 p52f}
};
for (float [] testCase: testCases)
failures += testFusedMacCase(testCase[0 ], testCase[1 ], testCase[2 ], testCase[3 ]);
return failures;
}
private static int testFusedMacCase(double input1, double input2, double input3, double expected) {
int failures = 0 ;
failures += Tests.test("Math.fma" , input1, input2, input3, Math::fma, expected);
failures += Tests.test("StrictMath.fma" , input1, input2, input3, StrictMath::fma, expected);
// Permute first two inputs
failures += Tests.test("Math.fma" , input2, input1, input3, Math::fma, expected);
failures += Tests.test("StrictMath.fma" , input2, input1, input3, StrictMath::fma, expected);
return failures;
}
private static int testFusedMacCase(float input1, float input2, float input3, float expected) {
int failures = 0 ;
failures += Tests.test("Math.fma(float)" , input1, input2, input3,
Math.fma(input1, input2, input3), expected);
failures += Tests.test("StrictMath.fma(float)" , input1, input2, input3,
StrictMath.fma(input1, input2, input3), expected);
// Permute first two inputs
failures += Tests.test("Math.fma(float)" , input2, input1, input3,
Math.fma(input2, input1, input3), expected);
failures += Tests.test("StrictMath.fma(float)" , input2, input1, input3,
StrictMath.fma(input2, input1, input3), expected);
return failures;
}
}
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¤ Dauer der Verarbeitung: 0.10 Sekunden
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