Transformation between any two Euclidean spaces -- consists of a combination of translation, rotation, and scaling
(mathematics) a transformation that is a combination of single transformations such as translation or rotation or reflection on an axis
A mathematical process of transforming images by scaling, translating and rotating them Etymologically, affine comes from Latin for marriage The word affined is no longer in use, but once meant to be related by marriage We still use affinity to mean an attraction So graphical images which are produced via affine transformations are considered to be related to each other, differing only in size, location or orientation (Referred to in the cartoon: Transformation Cafe )
Linear transformation (multiplication by a 2x2 matrix) followed by a translation (addition of a 1x2 matrix)
A geometric transformation method commonly used in GIS, which allows rotation, translation, skew, and differential scaling on the rectangular object, while preserving line parallelism