//===-- flang/unittests/Runtime/Numeric.cpp ---------------------*- C++ -*-===// // // Part of the LLVM Project, under the Apache License v2.0 with LLVM Exceptions. // See https://llvm.org/LICENSE.txt for license information. // SPDX-License-Identifier: Apache-2.0 WITH LLVM-exception // //===----------------------------------------------------------------------===// #include "flang/Runtime/numeric.h" #include "gtest/gtest.h" #include #include using namespace Fortran::runtime; using Fortran::common::TypeCategory; template using Int = CppTypeFor; template using Real = CppTypeFor; // Simple tests of numeric intrinsic functions using examples from Fortran 2018 TEST(Numeric, Aint) { EXPECT_EQ(RTNAME(Aint4_4)(Real<4>{3.7}), 3.0); EXPECT_EQ(RTNAME(Aint8_4)(Real<8>{-3.7}), -3.0); EXPECT_EQ(RTNAME(Aint8_8)(Real<8>{0}), 0.0); EXPECT_EQ(RTNAME(Aint4_4)(std::numeric_limits>::infinity()), std::numeric_limits>::infinity()); EXPECT_TRUE( std::isnan(RTNAME(Aint8_8)(std::numeric_limits>::quiet_NaN()))); } TEST(Numeric, Anint) { EXPECT_EQ(RTNAME(Anint4_4)(Real<4>{2.783}), 3.0); EXPECT_EQ(RTNAME(Anint8_4)(Real<8>{-2.783}), -3.0); EXPECT_EQ(RTNAME(Anint4_4)(Real<4>{2.5}), 3.0); EXPECT_EQ(RTNAME(Anint8_4)(Real<8>{-2.5}), -3.0); EXPECT_EQ(RTNAME(Anint8_8)(Real<8>{0}), 0.0); EXPECT_EQ(RTNAME(Anint4_4)(std::numeric_limits>::infinity()), std::numeric_limits>::infinity()); EXPECT_TRUE( std::isnan(RTNAME(Aint8_8)(std::numeric_limits>::quiet_NaN()))); } TEST(Numeric, Ceiling) { EXPECT_EQ(RTNAME(Ceiling4_4)(Real<4>{3.7}), 4); EXPECT_EQ(RTNAME(Ceiling8_8)(Real<8>{-3.7}), -3); EXPECT_EQ(RTNAME(Ceiling4_1)(Real<4>{0}), 0); } TEST(Numeric, Floor) { EXPECT_EQ(RTNAME(Floor4_4)(Real<4>{3.7}), 3); EXPECT_EQ(RTNAME(Floor8_8)(Real<8>{-3.7}), -4); EXPECT_EQ(RTNAME(Floor4_1)(Real<4>{0}), 0); } TEST(Numeric, Exponent) { EXPECT_EQ(RTNAME(Exponent4_4)(Real<4>{0}), 0); EXPECT_EQ(RTNAME(Exponent4_8)(Real<4>{1.0}), 1); EXPECT_EQ(RTNAME(Exponent8_4)(Real<8>{4.1}), 3); EXPECT_EQ(RTNAME(Exponent8_8)(std::numeric_limits>::infinity()), std::numeric_limits>::max()); EXPECT_EQ(RTNAME(Exponent8_8)(std::numeric_limits>::quiet_NaN()), std::numeric_limits>::max()); } TEST(Numeric, Fraction) { EXPECT_EQ(RTNAME(Fraction4)(Real<4>{0}), 0); EXPECT_EQ(RTNAME(Fraction8)(Real<8>{3.0}), 0.75); EXPECT_TRUE( std::isnan(RTNAME(Fraction4)(std::numeric_limits>::infinity()))); EXPECT_TRUE( std::isnan(RTNAME(Fraction8)(std::numeric_limits>::quiet_NaN()))); } TEST(Numeric, IsNaN) { EXPECT_FALSE(RTNAME(IsNaN4)(Real<4>{0})); EXPECT_FALSE(RTNAME(IsNaN8)(std::numeric_limits>::infinity())); EXPECT_TRUE(RTNAME(IsNaN8)(std::numeric_limits>::quiet_NaN())); } TEST(Numeric, Mod) { EXPECT_EQ(RTNAME(ModInteger1)(Int<1>{8}, Int<1>(5)), 3); EXPECT_EQ(RTNAME(ModInteger4)(Int<4>{-8}, Int<4>(5)), -3); EXPECT_EQ(RTNAME(ModInteger2)(Int<2>{8}, Int<2>(-5)), 3); EXPECT_EQ(RTNAME(ModInteger8)(Int<8>{-8}, Int<8>(-5)), -3); EXPECT_EQ(RTNAME(ModReal4)(Real<4>{8.0}, Real<4>(5.0)), 3.0); EXPECT_EQ(RTNAME(ModReal4)(Real<4>{-8.0}, Real<4>(5.0)), -3.0); EXPECT_EQ(RTNAME(ModReal8)(Real<8>{8.0}, Real<8>(-5.0)), 3.0); EXPECT_EQ(RTNAME(ModReal8)(Real<8>{-8.0}, Real<8>(-5.0)), -3.0); } TEST(Numeric, Modulo) { EXPECT_EQ(RTNAME(ModuloInteger1)(Int<1>{8}, Int<1>(5)), 3); EXPECT_EQ(RTNAME(ModuloInteger4)(Int<4>{-8}, Int<4>(5)), 2); EXPECT_EQ(RTNAME(ModuloInteger2)(Int<2>{8}, Int<2>(-5)), -2); EXPECT_EQ(RTNAME(ModuloInteger8)(Int<8>{-8}, Int<8>(-5)), -3); EXPECT_EQ(RTNAME(ModuloReal4)(Real<4>{8.0}, Real<4>(5.0)), 3.0); EXPECT_EQ(RTNAME(ModuloReal4)(Real<4>{-8.0}, Real<4>(5.0)), 2.0); EXPECT_EQ(RTNAME(ModuloReal8)(Real<8>{8.0}, Real<8>(-5.0)), -2.0); EXPECT_EQ(RTNAME(ModuloReal8)(Real<8>{-8.0}, Real<8>(-5.0)), -3.0); } TEST(Numeric, Nearest) { EXPECT_EQ(RTNAME(Nearest4)(Real<4>{0}, true), std::numeric_limits>::denorm_min()); EXPECT_EQ(RTNAME(Nearest4)(Real<4>{3.0}, true), Real<4>{3.0} + std::ldexp(Real<4>{1.0}, -22)); EXPECT_EQ(RTNAME(Nearest8)(Real<8>{1.0}, true), Real<8>{1.0} + std::ldexp(Real<8>{1.0}, -52)); EXPECT_EQ(RTNAME(Nearest8)(Real<8>{1.0}, false), Real<8>{1.0} - std::ldexp(Real<8>{1.0}, -52)); } TEST(Numeric, Nint) { EXPECT_EQ(RTNAME(Nint4_4)(Real<4>{2.783}), 3); EXPECT_EQ(RTNAME(Nint8_4)(Real<8>{-2.783}), -3); EXPECT_EQ(RTNAME(Nint4_4)(Real<4>{2.5}), 3); EXPECT_EQ(RTNAME(Nint8_4)(Real<8>{-2.5}), -3); EXPECT_EQ(RTNAME(Nint8_8)(Real<8>{0}), 0); } TEST(Numeric, RRSpacing) { EXPECT_EQ(RTNAME(RRSpacing8)(Real<8>{0}), 0); EXPECT_EQ(RTNAME(RRSpacing4)(Real<4>{-3.0}), 0.75 * (1 << 24)); EXPECT_EQ(RTNAME(RRSpacing8)(Real<8>{-3.0}), 0.75 * (std::int64_t{1} << 53)); EXPECT_TRUE( std::isnan(RTNAME(RRSpacing4)(std::numeric_limits>::infinity()))); EXPECT_TRUE(std::isnan( RTNAME(RRSpacing8)(std::numeric_limits>::quiet_NaN()))); } TEST(Numeric, Scale) { EXPECT_EQ(RTNAME(Scale4)(Real<4>{0}, 0), 0); EXPECT_EQ(RTNAME(Scale4)(Real<4>{1.0}, 0), 1.0); EXPECT_EQ(RTNAME(Scale4)(Real<4>{1.0}, 1), 2.0); EXPECT_EQ(RTNAME(Scale4)(Real<4>{1.0}, -1), 0.5); EXPECT_TRUE( std::isinf(RTNAME(Scale4)(std::numeric_limits>::infinity(), 1))); EXPECT_TRUE( std::isnan(RTNAME(Scale8)(std::numeric_limits>::quiet_NaN(), 1))); } TEST(Numeric, SetExponent) { EXPECT_EQ(RTNAME(SetExponent4)(Real<4>{0}, 0), 0); EXPECT_EQ(RTNAME(SetExponent8)(Real<8>{0}, 666), 0); EXPECT_EQ(RTNAME(SetExponent8)(Real<8>{3.0}, 0), 0.75); EXPECT_EQ(RTNAME(SetExponent4)(Real<4>{1.0}, 0), 0.5); EXPECT_EQ(RTNAME(SetExponent4)(Real<4>{1.0}, 1), 1.0); EXPECT_EQ(RTNAME(SetExponent4)(Real<4>{1.0}, -1), 0.25); EXPECT_TRUE(std::isnan( RTNAME(SetExponent4)(std::numeric_limits>::infinity(), 1))); EXPECT_TRUE(std::isnan( RTNAME(SetExponent8)(std::numeric_limits>::quiet_NaN(), 1))); } TEST(Numeric, Spacing) { EXPECT_EQ(RTNAME(Spacing8)(Real<8>{0}), std::numeric_limits>::min()); EXPECT_EQ(RTNAME(Spacing4)(Real<4>{3.0}), std::ldexp(Real<4>{1.0}, -22)); EXPECT_TRUE( std::isnan(RTNAME(Spacing4)(std::numeric_limits>::infinity()))); EXPECT_TRUE( std::isnan(RTNAME(Spacing8)(std::numeric_limits>::quiet_NaN()))); }