| public TransformPoints ( ) : System.Drawing.PointF[] | ||
| return | System.Drawing.PointF[] | |
public PointF[] TransformPoints(params PointF[] points)
{
PointF[] r = new PointF[points.Length];
for (int j = 0; j < points.Length; j++)
{
float w = elements[6] * points[j].X + elements[7] * points[j].Y + 1f;
r[j].X = (elements[0] * points[j].X + elements[1] * points[j].Y + elements[2]) / w;
r[j].Y = (elements[3] * points[j].X + elements[4] * points[j].Y + elements[5]) / w;
}
return r;
}
| MatrixH::TransformPoints ( ) : Accord.Imaging.PointH[] |
/// <summary>
/// Compute inliers using the Symmetric Transfer Error,
/// </summary>
///
private int[] distance(MatrixH H, double t)
{
// Compute the projections (both directions)
PointF[] p1 = H.TransformPoints(pointSet1);
PointF[] p2 = H.Inverse().TransformPoints(pointSet2);
// Compute the distances
for (int i = 0; i < pointSet1.Length; i++)
{
// Compute the distance as
float ax = pointSet1[i].X - p2[i].X;
float ay = pointSet1[i].Y - p2[i].Y;
float bx = pointSet2[i].X - p1[i].X;
float by = pointSet2[i].Y - p1[i].Y;
d2[i] = (ax * ax) + (ay * ay) + (bx * bx) + (by * by);
}
// Find and return the inliers
return(Matrix.Find(d2, z => z < t));
}
