kdb*_*man 5 c# floating-point nunit assertions
我喜欢 NUnit 基于约束的 API。我经常使用这样的浮点比较:
double d = foo.SomeComputedProperty;
Assert.That(d, Is.EqualTo(42.0).Within(0.001));
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很有可读性!
但是,如果我有一个自定义类,其相等性取决于浮点比较:
class Coord
{
Coord(double radius, double radians)
{
this.Radius = radius;
this.Radians = radians;
}
double Radius { get; }
double Radians { get; }
public override bool Equals(Object obj)
{
Coord c = obj as Coord;
if (obj == null || c == null) return false;
return c.Radians == this.Radians && c.Radius == this.Radius;
}
}
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我想像这样编写我的测试:
Coord reference = new Coord(1.0, 3.14);
// test another Coord for near-equality to a reference Coord:
Assert.That(testCoord, Is.EqualTo(reference).Within(0.001));
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是否有可能像这样使用 NUnit?
以下是针对 NUnit 3 编写的
使用System.Numerics.Complex类作为一个简单的例子,我可以编写一个测试
Assert.That(z1, Is.EqualTo(z2).Using<Complex>(NearlyEqual));
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使用这个比较函数:
internal static bool NearlyEqual(Complex z1, Complex z2)
{
return Math.Abs(z1.Real - z2.Real) < 1e-10 &&
Math.Abs(z1.Imaginary - z2.Imaginary) < 1e-10;
}
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这为您提供了 juharr 评论中提到的比较器,并实现了您所要求的基础知识。它不允许我参数化公差,但它很接近。
为了完成要求,我想将测试编写为
Assert.That(z1, Is.EqualTo(z2).Within(new Complex(1e-10, 1e-10)));
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但是,正如问题中所指出的,这并不那么容易。需要一种新的约束扩展方法
public static class ComplexTestExtensions
{
public static ComplexEqualConstraint WithinZ(this EqualConstraint constraint, Complex tolerance)
{
return new ComplexEqualConstraint(constraint) { Tolerance = tolerance };
}
}
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然后按照以下几行编写自定义约束:
public class ComplexEqualConstraint
: EqualConstraint
{
public ComplexEqualConstraint(EqualConstraint that)
: base(that)
{
}
public override ConstraintResult ApplyTo<TActual>(TActual actual)
{
bool success = false;
if (actual is Complex z1)
{
Complex z2 = (Complex)this.Arguments[0];
success = Math.Abs(z1.Real - z1.Real) < Tolerance.Real &&
Math.Abs(z1.Imaginary - z2.Imaginary) < Tolerance.Imaginary;
}
return new ConstraintResult(this, actual, success);
}
public new Complex Tolerance
{
get;
set;
} = Complex.Zero;
}
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