| 1. | Examples include linear transformations and affine transformations, rotations, matrices.
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| 2. | This is an example of non-linear affine transformation ).
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| 3. | I would like to try some things out with affine transformations.
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| 4. | Also, sets of parallel lines remain parallel after an affine transformation.
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| 5. | Fractional pixel affine transformations lead to bleeding between adjacent pixels.
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| 6. | See homogenous coordinates and affine transformations below for further explanation.
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| 7. | To represent affine transformations with matrices, we can use homogeneous coordinates.
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| 8. | The curve ? is uniquely determined up to a special affine transformation.
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| 9. | Examples of affine transformations include compositions of them in any combination and sequence.
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| 10. | An example of a non-unimodular group is the group of affine transformations
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