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Diffstat (limited to 'test-suite/src/test/scala/scala/scalajs/testsuite/javalib/MathTest.scala')
| -rw-r--r-- | test-suite/src/test/scala/scala/scalajs/testsuite/javalib/MathTest.scala | 142 |
1 files changed, 142 insertions, 0 deletions
diff --git a/test-suite/src/test/scala/scala/scalajs/testsuite/javalib/MathTest.scala b/test-suite/src/test/scala/scala/scalajs/testsuite/javalib/MathTest.scala new file mode 100644 index 0000000..a3c887a --- /dev/null +++ b/test-suite/src/test/scala/scala/scalajs/testsuite/javalib/MathTest.scala @@ -0,0 +1,142 @@ +/* __ *\ +** ________ ___ / / ___ __ ____ Scala.js Test Suite ** +** / __/ __// _ | / / / _ | __ / // __/ (c) 2013, LAMP/EPFL ** +** __\ \/ /__/ __ |/ /__/ __ |/_// /_\ \ http://scala-js.org/ ** +** /____/\___/_/ |_/____/_/ | |__/ /____/ ** +** |/____/ ** +\* */ +package scala.scalajs.testsuite.javalib + +import scala.scalajs.js +import org.scalajs.jasminetest.JasmineTest +import java.lang.Math + +object MathTest extends JasmineTest { + + describe("java.lang.Math") { + + it("should respond to `cbrt`") { + expect(1 / Math.cbrt(-0.0) < 0).toBeTruthy + expect(Math.cbrt(27.0)).toEqual(3.0) + expect(Math.cbrt(1000000.0)).toEqual(100.0) + expect(Math.cbrt(1000000000.0)).toEqual(1000.0) + expect(Math.cbrt(-1.0E24)).toEqual(-100000000.0) + expect(Math.cbrt(-65890311319.0E24)).toEqual(-4039.0E8) + } + + it("should respond to `log1p`") { + expect(Math.log1p(-2.0).isNaN).toBeTruthy + expect(Math.log1p(js.Number.NaN.toDouble).isNaN).toBeTruthy + expect(Math.log1p(0.0)).toEqual(0.0) + } + + it("should respond to `log10`") { + expect(Math.log10(-230.0).isNaN).toBeTruthy + expect(Math.log10(js.Number.NaN.toDouble).isNaN).toBeTruthy + } + + it("should respond to `signum` for Double") { + expect(Math.signum(234394.2198273)).toEqual(1.0) + expect(Math.signum(-124937498.58)).toEqual(-1.0) + + expect(Math.signum(+0.0)).toEqual(0.0) + expect(1 / Math.signum(+0.0) > 0).toBeTruthy + + expect(Math.signum(-0.0)).toEqual(-0.0) + expect(1 / Math.signum(-0.0) < 0).toBeTruthy + + expect(Math.signum(js.Number.NaN.toDouble).isNaN).toBeTruthy + } + + it("should respond to `signum` for Float") { + expect(Math.signum(234394.2198273f)).toEqual(1.0f) + expect(Math.signum(-124937498.58f)).toEqual(-1.0f) + + expect(Math.signum(+0.0f)).toEqual(0.0f) + expect(1 / Math.signum(+0.0f) > 0).toBeTruthy + + expect(Math.signum(-0.0f)).toEqual(-0.0f) + expect(1 / Math.signum(-0.0f) < 0).toBeTruthy + + expect(Math.signum(js.Number.NaN.toFloat).isNaN).toBeTruthy + } + + it("should respond to `nextUp` for Double") { + expect(Math.nextUp(Double.PositiveInfinity)).toEqual(Double.PositiveInfinity) + expect(Math.nextUp(Double.NegativeInfinity)).toEqual(-Double.MaxValue) + expect(Math.nextUp(Double.MaxValue)).toEqual(Double.PositiveInfinity) + expect(Math.nextUp(-Double.MaxValue)).toEqual(-1.7976931348623155e+308) + expect(Math.nextUp(-Double.MinValue)).toEqual(Double.PositiveInfinity) + expect(Math.nextUp(0.0)).toEqual(Double.MinValue) + expect(Math.nextUp(-0.0)).toEqual(Double.MinValue) + expect(Math.nextUp(9007199254740991.0)).toEqual(9007199254740992.0) + expect(Math.nextUp(9007199254740992.0)).toEqual(9007199254740994.0) + expect(Math.nextUp(1.0)).toEqual(1 + 2.2204460492503130808472633361816E-16) + } + + it("should respond to `nextAfter` for Double") { + expect(Math.nextAfter(1.0, js.Number.NaN.toDouble).isNaN).toBeTruthy + expect(Math.nextAfter(js.Number.NaN.toDouble, 1.0).isNaN).toBeTruthy + expect(Math.nextAfter(0.0, 0.0)).toEqual(0.0) + expect(Math.nextAfter(0.0, -0.0)).toEqual(-0.0) + expect(Math.nextAfter(-0.0, 0.0)).toEqual(0.0) + expect(Math.nextAfter(-0.0, -0.0)).toEqual(-0.0) + expect(Math.nextAfter(Double.MinValue, Double.NegativeInfinity)).toEqual(Double.NegativeInfinity) + expect(Math.nextAfter(-Double.MinValue, Double.PositiveInfinity)).toEqual(Double.PositiveInfinity) + expect(Math.nextAfter(Double.PositiveInfinity, Double.NegativeInfinity)).toEqual(Double.MaxValue) + expect(Math.nextAfter(Double.NegativeInfinity, Double.PositiveInfinity)).toEqual(-Double.MaxValue) + expect(Math.nextAfter(Double.MaxValue, Double.PositiveInfinity)).toEqual(Double.PositiveInfinity) + expect(Math.nextAfter(-Double.MaxValue, Double.NegativeInfinity)).toEqual(Double.NegativeInfinity) + expect(Math.nextAfter(1.0, 1.0)).toEqual(1.0) + } + + it("should respond to `ulp` for Double") { + expect(Math.ulp(3.4)).toEqual(4.440892098500626E-16) + expect(Math.ulp(3.423E109)).toEqual(4.1718496795330275E93) + expect(Math.ulp(0.0)).toEqual(Double.MinValue) + } + + it("should respond to `hypot`") { + expect(Math.hypot(0.0, 0.0)).toBeCloseTo(0.0) + expect(Math.hypot(3.0, 4.0)).toBeCloseTo(5.0) + expect(Math.hypot(3.0, js.Number.NaN.toDouble).isNaN).toBeTruthy + expect(Math.hypot(Double.NegativeInfinity, 4.0)).toEqual(Double.PositiveInfinity) + } + + it("should respond to `expm1`") { + expect(1 / Math.expm1(-0.0) < 0).toBeTruthy + expect(Math.expm1(-0.0)).toBeCloseTo(0.0) + expect(Math.expm1(3.0)).toBeCloseTo(19.085536923187668) + expect(Math.expm1(15.0)).toBeCloseTo(3269016.3724721107) + expect(Math.expm1(1.8E10)).toEqual(Double.PositiveInfinity) + expect(Math.expm1(Double.PositiveInfinity)).toEqual(Double.PositiveInfinity) + expect(Math.expm1(Double.NegativeInfinity)).toBeCloseTo(-1.0) + expect(Math.expm1(4.9E-324)).toBeCloseTo(4.9E-324) + } + + it("should respond to `sinh`") { + expect(Math.sinh(-1234.56)).toEqual(Double.NegativeInfinity) + expect(Math.sinh(1234.56)).toEqual(Double.PositiveInfinity) + expect(Math.sinh(0.0)).toBeCloseTo(0.0) + expect(Math.sinh(Double.PositiveInfinity)).toEqual(Double.PositiveInfinity) + } + + it("should respond to `cosh`") { + expect(Math.cosh(-1234.56)).toEqual(Double.PositiveInfinity) + expect(Math.cosh(1234.56)).toEqual(Double.PositiveInfinity) + expect(Math.cosh(-0.0)).toBeCloseTo(1.0) + expect(Math.cosh(Double.PositiveInfinity)).toEqual(Double.PositiveInfinity) + } + + it("should respond to `tanh`") { + expect(Math.tanh(-1234.56)).toBeCloseTo(-1.0) + expect(Math.tanh(-120.56)).toBeCloseTo(-1.0) + expect(Math.tanh(1234.56)).toBeCloseTo(1.0) + expect(Math.tanh(0.0)).toBeCloseTo(0.0) + expect(Math.tanh(Double.PositiveInfinity)).toBeCloseTo(1.0) + expect(Math.tanh(Double.NegativeInfinity)).toBeCloseTo(-1.0) + } + + } + +} |