Affine Geometry
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In mathematics affine geometry is the study of geometric properties which remain unchanged by affine transformations, i.e. non-singular linear transformations and translations. The name affine geometry, like projective geometry and Euclidean geometry, follows naturally from the Erlangen program of Felix Klein.

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In mathematics affine geometry is the study of geometric properties which remain unchanged by affine transformations, i.e. non-singular linear transformations and translations. The name affine geometry, like projective geometry and Euclidean geometry, follows naturally from the Erlangen program of Felix Klein.