affine transformation
1Affine transformation — In geometry, an affine transformation or affine map or an affinity (from the Latin, affinis , connected with ) between two vector spaces (strictly speaking, two affine spaces) consists of a linear transformation followed by a translation::x… …
2Affine Transformation — Dieser Artikel oder Abschnitt bedarf einer Überarbeitung. Näheres ist auf der Diskussionsseite angegeben. Hilf mit, ihn zu verbessern, und entferne anschließend diese Markierung. Bei einer Koordinatentransformation werden Koordinaten von einem… …
3affine transformation — noun (mathematics) a transformation that is a combination of single transformations such as translation or rotation or reflection on an axis • Topics: ↑mathematics, ↑math, ↑maths • Hypernyms: ↑transformation …
4affine transformation — noun a linear transformation between vector spaces followed by a translation …
6Affine shape adaptation — is a methodology for iteratively adapting the shape of the smoothing kernels in an affine group of smoothing kernels to the local image structure in neighbourhood region of a specific image point. Equivalently, affine shape adaptation can be… …
7affine — [ afin ] adj. • XXe; fém. de affin 1 ♦ Biol. Formes affines, présentant des ressemblances ne traduisant pas toujours des liens de parenté. Les sélaginelles sont affines aux lycopodes. 2 ♦ Math. Transformation affine : transformation dans le plan… …
8Affine — may refer to:*Affine cipher, a special case of the more general substitution cipher *Affine combination, a certain kind of constrained linear combination *Affine connection, a connection on the tangent bundle of a differentiable manifold *Affine… …
9Transformation geometrique — Transformation géométrique Pour les articles homonymes, voir Transformation. On appelle transformation géométrique, toute bijection d une partie d un ensemble géométrique dans lui même. On peut tenter une ou des classifications de ces… …
10Affine differential geometry — Affine differential geometry, as its name suggests, is a type of differential geometry. The basic difference between affine and Riemannian differential geometry is that in the affine case we introduce volume forms over a manifold instead of… …
