cs-mic/src/Tests/StdlibFunctionsTests.cs
codex 858717deae
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Fix and cover standard library functions
2026-06-28 00:31:44 -05:00

176 lines
5.9 KiB
C#

using CSMic;
using CSMic.StandardLibrary;
using NUnit.Framework;
using CSMic.StandardLibrary.Functions;
using System.Globalization;
namespace CSMic.Tests;
public class StdlibFunctionsTests
{
private InputInterpreter _interp = null!;
[SetUp]
public void Setup()
{
CultureInfo.CurrentCulture = CultureInfo.InvariantCulture;
_interp = new InputInterpreter();
// Initialize full standard library (functions + constants)
Initializer.InitializeAll(_interp);
}
private static void AssertSuccess(decimal result, decimal expected, InputInterpreter interp)
{
Assert.That(result, Is.EqualTo(expected));
Assert.That(interp.NumericValue, Is.EqualTo(expected));
Assert.That(interp.StringValue, Is.EqualTo(string.Empty));
}
private static void AssertApprox(decimal result, decimal expected, decimal tol, InputInterpreter interp)
{
Assert.That(Math.Abs(result - expected) <= tol, $"Expected ~{expected} +/- {tol}, got {result}");
Assert.That(interp.StringValue, Is.EqualTo(string.Empty));
}
[TestCase("abs(-1)", 1)]
[TestCase("abs(0)", 0)]
[TestCase("abs(2)", 2)]
[TestCase("2 + abs(-1)", 3)]
public void AbsoluteValue_Works(string expr, decimal expected)
{
var result = _interp.Interpret(expr);
AssertSuccess(result, expected, _interp);
}
[TestCase("abs(-3.5)", "3.5")]
public void AbsoluteValue_Works_Decimal(string expr, string expectedStr)
{
var result = _interp.Interpret(expr);
var expected = decimal.Parse(expectedStr, CultureInfo.InvariantCulture);
AssertSuccess(result, expected, _interp);
}
[TestCase("sign(5)", 1)]
[TestCase("sign(0)", 1)]
[TestCase("sign(-2)", -1)]
[TestCase("2*sign(-3)", -2)]
public void Sign_Works(string expr, decimal expected)
{
var result = _interp.Interpret(expr);
AssertSuccess(result, expected, _interp);
}
[TestCase("min(1,2)", 1)]
[TestCase("min(2,1)", 1)]
[TestCase("min(-3,4)", -3)]
[TestCase("1 + min(3,4)", 4)]
public void Min_Works(string expr, decimal expected)
{
var result = _interp.Interpret(expr);
AssertSuccess(result, expected, _interp);
}
[TestCase("min(2.5, 2.6)", "2.5")]
public void Min_Works_Decimals(string expr, string expectedStr)
{
var result = _interp.Interpret(expr);
var expected = decimal.Parse(expectedStr, CultureInfo.InvariantCulture);
AssertSuccess(result, expected, _interp);
}
[TestCase("max(1,2)", 2)]
[TestCase("max(2,1)", 2)]
[TestCase("max(-3,4)", 4)]
[TestCase("1 + max(3,4)", 5)]
public void Max_Works(string expr, decimal expected)
{
var result = _interp.Interpret(expr);
AssertSuccess(result, expected, _interp);
}
[TestCase("max(2.5, 2.6)", "2.6")]
public void Max_Works_Decimals(string expr, string expectedStr)
{
var result = _interp.Interpret(expr);
var expected = decimal.Parse(expectedStr, CultureInfo.InvariantCulture);
AssertSuccess(result, expected, _interp);
}
[TestCase("sqrt(25)", 5)]
[TestCase("sqrt(1)", 1)]
public void Sqrt_Works(string expr, decimal expected)
{
var result = _interp.Interpret(expr);
AssertSuccess(result, expected, _interp);
}
[Test]
public void Power_Works()
{
AssertSuccess(_interp.Interpret("pow(2, 3)"), 8m, _interp);
AssertApprox(_interp.Interpret("pow(9, 0.5)"), 3m, 0.0000000000001m, _interp);
}
[Test]
public void Logarithms_Work()
{
AssertSuccess(_interp.Interpret("log(8, 2)"), 3m, _interp);
AssertApprox(_interp.Interpret("ln(e)"), 1m, 0.0000000000001m, _interp);
}
[Test]
public void Lerp_Works()
{
AssertSuccess(_interp.Interpret("lerp(10, 20, 0)"), 10m, _interp);
AssertSuccess(_interp.Interpret("lerp(10, 20, 0.25)"), 12.5m, _interp);
AssertSuccess(_interp.Interpret("lerp(10, 20, 1)"), 20m, _interp);
AssertSuccess(_interp.Interpret("lerp(10, 10, 0.5)"), 10m, _interp);
}
[Test]
public void SmoothStep_Works()
{
AssertSuccess(_interp.Interpret("smoothstep(0, 1, -1)"), 0m, _interp);
AssertSuccess(_interp.Interpret("smoothstep(0, 1, 0.5)"), 0.5m, _interp);
AssertSuccess(_interp.Interpret("smoothstep(0, 1, 2)"), 1m, _interp);
}
[Test]
public void Map_Works_And_HandlesEmptySourceRange()
{
AssertSuccess(_interp.Interpret("map(5, 0, 10, 0, 100)"), 50m, _interp);
AssertSuccess(_interp.Interpret("map(15, 10, 20, 100, 200)"), 150m, _interp);
AssertSuccess(_interp.Interpret("map(5, 1, 1, 0, 100)"), 0m, _interp);
}
[Test]
public void Normalize_Works_And_HandlesEmptyRange()
{
AssertSuccess(_interp.Interpret("normalize(5, 0, 10)"), 0.5m, _interp);
AssertSuccess(_interp.Interpret("normalize(15, 10, 20)"), 0.5m, _interp);
AssertSuccess(_interp.Interpret("normalize(5, 1, 1)"), 0m, _interp);
}
[TestCase("pi", "3.1415926535897931")]
[TestCase("e", "2.7182818284590451")]
[TestCase("tau", "6.2831853071795862")]
[TestCase("phi", "1.6180339887498948")]
[TestCase("goldenratio", "1.6180339887498948")]
[TestCase("eurler", "0.5772156649015329")]
[TestCase("euler", "0.5772156649015329")]
[TestCase("omega", "0.5671432904097839")]
public void Constants_AreAvailable(string expr, string expectedStr)
{
var result = _interp.Interpret(expr);
var expected = decimal.Parse(expectedStr, CultureInfo.InvariantCulture);
AssertSuccess(result, expected, _interp);
}
[Test]
public void Constants_CanBeUsedInArithmetic()
{
AssertSuccess(_interp.Interpret("2*pi"), 6.2831853071795862m, _interp);
AssertSuccess(_interp.Interpret("pi + e"), 5.8598744820488382m, _interp);
AssertSuccess(_interp.Interpret("tau / pi"), 2m, _interp);
}
}