Homogeneous transformation matrix.
Has the following form:
X = a0 * x - b0 * y + a1 = = x * cos(rotation) - y * sin(rotation) + a1 Y = b0 * x + a0 * y + b1 = = x * sin(rotation) + y * cos(rotation) + b1
where the homogeneous transformation matrix is:
[[a0 b0 a1] [b0 a0 b1] [0 0 1]]
The Euclidean transformation is a rigid transformation with rotation and translation parameters. The similarity transformation extends the Euclidean transformation with a single scaling factor.
Homogeneous transformation matrix.
Rotation angle in counter-clockwise direction as radians.
x, y translation parameters.
2D Euclidean transformation.
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