| ... | @@ -7,7 +7,8 @@ | ... | @@ -7,7 +7,8 @@ |
| 7 | const std = @import("std"); | 7 | const std = @import("std"); |
| 8 | const builtin = @import("builtin"); | 8 | const builtin = @import("builtin"); |
| 9 | const math = std.math; | 9 | const math = std.math; |
| 10 | const testing = std.testing; | 10 | const expect = std.testing.expect; |
| | 11 | const expectEqual = std.testing.expectEqual; |
| 11 | const maxInt = std.math.maxInt; | 12 | const maxInt = std.math.maxInt; |
| 12 | const arch = builtin.cpu.arch; | 13 | const arch = builtin.cpu.arch; |
| 13 | const common = @import("common.zig"); | 14 | const common = @import("common.zig"); |
| ... | @@ -187,38 +188,74 @@ pub fn log10l(x: c_longdouble) callconv(.c) c_longdouble { | ... | @@ -187,38 +188,74 @@ pub fn log10l(x: c_longdouble) callconv(.c) c_longdouble { |
| 187 | } | 188 | } |
| 188 | } | 189 | } |
| 189 | | 190 | |
| 190 | test "log10_32" { | 191 | test "log10f() special" { |
| 191 | const epsilon = 0.000001; | 192 | try expectEqual(log10f(0.0), -math.inf(f32)); |
| | 193 | try expectEqual(log10f(-0.0), -math.inf(f32)); |
| | 194 | try expectEqual(log10f(1.0), 0.0); |
| | 195 | try expectEqual(log10f(10.0), 1.0); |
| | 196 | try expectEqual(log10f(0.1), -1.0); |
| | 197 | try expectEqual(log10f(math.inf(f32)), math.inf(f32)); |
| | 198 | try expect(math.isNan(log10f(-1.0))); |
| | 199 | try expect(math.isNan(log10f(-math.inf(f32)))); |
| | 200 | try expect(math.isNan(log10f(math.nan(f32)))); |
| | 201 | try expect(math.isNan(log10f(math.snan(f32)))); |
| | 202 | } |
| 192 | | 203 | |
| 193 | try testing.expect(math.approxEqAbs(f32, log10f(0.2), -0.698970, epsilon)); | 204 | test "log10f() sanity" { |
| 194 | try testing.expect(math.approxEqAbs(f32, log10f(0.8923), -0.049489, epsilon)); | 205 | try expect(math.isNan(log10f(-0x1.0223a0p+3))); |
| 195 | try testing.expect(math.approxEqAbs(f32, log10f(1.5), 0.176091, epsilon)); | 206 | try expectEqual(log10f(0x1.161868p+2), 0x1.46a9bcp-1); |
| 196 | try testing.expect(math.approxEqAbs(f32, log10f(37.45), 1.573452, epsilon)); | 207 | try expect(math.isNan(log10f(-0x1.0c34b4p+3))); |
| 197 | try testing.expect(math.approxEqAbs(f32, log10f(89.123), 1.94999, epsilon)); | 208 | try expect(math.isNan(log10f(-0x1.a206f0p+2))); |
| 198 | try testing.expect(math.approxEqAbs(f32, log10f(123123.234375), 5.09034, epsilon)); | 209 | try expectEqual(log10f(0x1.288bbcp+3), 0x1.ef1300p-1); |
| | 210 | try expectEqual(log10f(0x1.52efd0p-1), -0x1.6ee6dcp-3); // Disagrees with GCC in last bit |
| | 211 | try expect(math.isNan(log10f(-0x1.a05cc8p-2))); |
| | 212 | try expectEqual(log10f(0x1.1f9efap-1), -0x1.0075ccp-2); |
| | 213 | try expectEqual(log10f(0x1.8c5db0p-1), -0x1.c75df8p-4); |
| | 214 | try expect(math.isNan(log10f(-0x1.5b86eap-1))); |
| 199 | } | 215 | } |
| 200 | | 216 | |
| 201 | test "log10_64" { | 217 | test "log10f() boundary" { |
| 202 | const epsilon = 0.000001; | 218 | try expectEqual(log10f(0x1.fffffep+127), 0x1.344136p+5); // Max input value |
| | 219 | try expectEqual(log10f(0x1p-149), -0x1.66d3e8p+5); // Min positive input value |
| | 220 | try expect(math.isNan(log10f(-0x1p-149))); // Min negative input value |
| | 221 | try expectEqual(log10f(0x1.000002p+0), 0x1.bcb7b0p-25); // Last value before result reaches +0 |
| | 222 | try expectEqual(log10f(0x1.fffffep-1), -0x1.bcb7b2p-26); // Last value before result reaches -0 |
| | 223 | try expectEqual(log10f(0x1p-126), -0x1.2f7030p+5); // First subnormal |
| | 224 | try expect(math.isNan(log10f(-0x1p-126))); // First negative subnormal |
| | 225 | } |
| 203 | | 226 | |
| 204 | try testing.expect(math.approxEqAbs(f64, log10(0.2), -0.698970, epsilon)); | 227 | test "log10() special" { |
| 205 | try testing.expect(math.approxEqAbs(f64, log10(0.8923), -0.049489, epsilon)); | 228 | try expectEqual(log10(0.0), -math.inf(f64)); |
| 206 | try testing.expect(math.approxEqAbs(f64, log10(1.5), 0.176091, epsilon)); | 229 | try expectEqual(log10(-0.0), -math.inf(f64)); |
| 207 | try testing.expect(math.approxEqAbs(f64, log10(37.45), 1.573452, epsilon)); | 230 | try expectEqual(log10(1.0), 0.0); |
| 208 | try testing.expect(math.approxEqAbs(f64, log10(89.123), 1.94999, epsilon)); | 231 | try expectEqual(log10(10.0), 1.0); |
| 209 | try testing.expect(math.approxEqAbs(f64, log10(123123.234375), 5.09034, epsilon)); | 232 | try expectEqual(log10(0.1), -1.0); |
| | 233 | try expectEqual(log10(math.inf(f64)), math.inf(f64)); |
| | 234 | try expect(math.isNan(log10(-1.0))); |
| | 235 | try expect(math.isNan(log10(-math.inf(f64)))); |
| | 236 | try expect(math.isNan(log10(math.nan(f64)))); |
| | 237 | try expect(math.isNan(log10(math.snan(f64)))); |
| 210 | } | 238 | } |
| 211 | | 239 | |
| 212 | test "log10_32.special" { | 240 | test "log10() sanity" { |
| 213 | try testing.expect(math.isPositiveInf(log10f(math.inf(f32)))); | 241 | try expect(math.isNan(log10(-0x1.02239f3c6a8f1p+3))); |
| 214 | try testing.expect(math.isNegativeInf(log10f(0.0))); | 242 | try expectEqual(log10(0x1.161868e18bc67p+2), 0x1.46a9bd1d2eb87p-1); |
| 215 | try testing.expect(math.isNan(log10f(-1.0))); | 243 | try expect(math.isNan(log10(-0x1.0c34b3e01e6e7p+3))); |
| 216 | try testing.expect(math.isNan(log10f(math.nan(f32)))); | 244 | try expect(math.isNan(log10(-0x1.a206f0a19dcc4p+2))); |
| | 245 | try expectEqual(log10(0x1.288bbb0d6a1e6p+3), 0x1.ef12fff994862p-1); |
| | 246 | try expectEqual(log10(0x1.52efd0cd80497p-1), -0x1.6ee6db5a155cbp-3); |
| | 247 | try expect(math.isNan(log10(-0x1.a05cc754481d1p-2))); |
| | 248 | try expectEqual(log10(0x1.1f9ef934745cbp-1), -0x1.0075cda79d321p-2); |
| | 249 | try expectEqual(log10(0x1.8c5db097f7442p-1), -0x1.c75df6442465ap-4); |
| | 250 | try expect(math.isNan(log10(-0x1.5b86ea8118a0ep-1))); |
| 217 | } | 251 | } |
| 218 | | 252 | |
| 219 | test "log10_64.special" { | 253 | test "log10() boundary" { |
| 220 | try testing.expect(math.isPositiveInf(log10(math.inf(f64)))); | 254 | try expectEqual(log10(0x1.fffffffffffffp+1023), 0x1.34413509f79ffp+8); // Max input value |
| 221 | try testing.expect(math.isNegativeInf(log10(0.0))); | 255 | try expectEqual(log10(0x1p-1074), -0x1.434e6420f4374p+8); // Min positive input value |
| 222 | try testing.expect(math.isNan(log10(-1.0))); | 256 | try expect(math.isNan(log10(-0x1p-1074))); // Min negative input value |
| 223 | try testing.expect(math.isNan(log10(math.nan(f64)))); | 257 | try expectEqual(log10(0x1.0000000000001p+0), 0x1.bcb7b1526e50dp-54); // Last value before result reaches +0 |
| | 258 | try expectEqual(log10(0x1.fffffffffffffp-1), -0x1.bcb7b1526e50fp-55); // Last value before result reaches -0 |
| | 259 | try expectEqual(log10(0x1p-1022), -0x1.33a7146f72a42p+8); // First subnormal |
| | 260 | try expect(math.isNan(log10(-0x1p-1022))); // First negative subnormal |
| 224 | } | 261 | } |