HomographySharp is a C# class library for finding and using homography matrix.
NuGet: HomographySharp
Package Manager
PM > Install-Package HomographySharp
.NET CLI
dotnet add package HomographySharp
//System.Numerics.Vector2
var srcList = new List<Vector2>(4);
var dstList = new List<Vector2>(4);
srcList.Add(new Vector2(-152, 394));
srcList.Add(new Vector2(218, 521));
srcList.Add(new Vector2(223, -331));
srcList.Add(new Vector2(-163, -219));
dstList.Add(new Vector2(-666, 431));
dstList.Add(new Vector2(500, 300));
dstList.Add(new Vector2(480, -308));
dstList.Add(new Vector2(-580, -280));
// args type: ReadOnlySpan, IReadOnlyList, T[]
HomographyMatrix<float> homo = Homography.Find(srcList, dstList);
Point2<float> result = homo.Translate(-152, 394);
Assert.IsTrue(Math.Abs(result.X - -666) < 0.001); //true
Assert.IsTrue(Math.Abs(result.Y - 431) < 0.001); //true
// System.Drawing.PointF
PointF pointf = result.ToPointF();
// System.Numerics.Vector2
Vector2 vector2 = result.ToVector2();
// MathNet.Numerics.LinearAlgebra.Matrix<T>
Matrix<float> mat = homo.ToMathNetMatrix();
or
//HomographySharp.Point2<T>
var srcArray = new Point2<double>[4]; // or Point2<float>
var dstArray = new Point2<double>[4];
srcArray[0] = new Point2<double>(10, 10);
srcArray[1] = new Point2<double>(100, 10);
srcArray[2] = new Point2<double>(100, 150);
srcArray[3] = new Point2<double>(10, 150);
dstArray[0] = new Point2<double>(11, 11);
dstArray[1] = new Point2<double>(500, 11);
dstArray[2] = new Point2<double>(500, 200);
dstArray[3] = new Point2<double>(11, 200);
HomographyMatrix<double> homo = Homography.Find(srcList.AsSpan(), dstList.AsSpan());
Point2<double> result = homo.Translate(100, 10);
Assert.IsTrue(Math.Abs(result.X - 500) < 0.001); //true
Assert.IsTrue(Math.Abs(result.Y - 11) < 0.001); //true
using System.Text.Json;
var homoMat = Homography.Find(srcList, dstList);
string json = JsonSerializer.Serialize(homo);
var homoMat2 = JsonSerializer.Deserialize<HomographyMatrix<double>>(json);
HomographyMatrix<double> homoMat = ...;
var newMat = Homography.Create(homoMat.ElementsAsSpan());
Use visualization app if you want to see how points are transformed by a homography matrix.
- Math.NET Numerics
- Copyright (c) 2002-2022 Math.NET
- Released under the MIT/X11 License