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453x640 - Experimental results show that the constructed affine invariant functions can be used for object classification.

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1200x799 - In euclidean geometry, an affine transformation, or an affinity (from the latin, affinis, connected with), is a geometric transformation that preserves lines and parallelism.

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1400x861 - Experimental results show that the constructed affine invariant functions can be used for object classification.

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3440x3000 - An affine transformation is a transformation of the form x ⟼ ax + b, where x and b are vectors, and a is a square matrix.

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1300x960 - In fact a general construction of an affine space is to take a vector space $v$ and a.

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1120x1120 - Affine space as the flat model geometry.

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