How To Use Affine transformation In A Sentence

• Using parallelograms to define affine transformations may be a mixed blessing.
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• It can be obtained from the previous description by applying affine transformations to keep the polygon bounded as it degenerates.
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• understanding affine transformations requires considerable mathematical sophistication
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• Thus, for example, the notions of Euclidean geometry are invariant under similarity transformations, those of affine geometry under affine transformations, and those of topology under bicontinuous transformations. Logical Constants
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• The simplest way to see why this assertion is true is to observe that any triangle in the plane can be mapped by an invertible affine transformation to an equilateral triangle.
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