Convolution
11convolution — con|vo|lu|tion [ˌkɔnvəˈlu:ʃən US ˌka:n ] n [C usually plural] 1.) the complicated details of a story, explanation etc, which make it difficult to understand convolution of ▪ the endless convolutions of the plot 2.) a fold or twist in something… …
12convolution — UK [ˌkɒnvəˈluːʃ(ə)n] / US [ˌkɑnvəˈluʃ(ə)n] noun [countable] Word forms convolution : singular convolution plural convolutions formal a complicated detail or shape …
13convolution — I (New American Roget s College Thesaurus) Shape like a coil Nouns 1. convolution, winding; involution, circumvolution; wave, undulation, tortuosity, anfractuosity; intricacy; sinuosity, sinuation; meandering, circuit; twist, twirl, windings and… …
14Convolution De Dirichlet — Johann Peter Gustav Lejeune Dirichlet développe son produit en 1937 pour démontrer le théorème de la progression arithmétique. En mathématiques, la convolution de Dirichlet, encore appelée produit de convolution de Dirichlet ou produit de… …
15Convolution de dirichlet — Johann Peter Gustav Lejeune Dirichlet développe son produit en 1937 pour démontrer le théorème de la progression arithmétique. En mathématiques, la convolution de Dirichlet, encore appelée produit de convolution de Dirichlet ou produit de… …
16convolution of Broca — n BROCA S AREA …
17Convolution de Dirichlet — En mathématiques, la convolution de Dirichlet, encore appelée produit de convolution de Dirichlet ou produit de Dirichlet est une loi de composition interne définie sur l ensemble des fonctions arithmétiques, c est à dire des fonctions définies… …
18Convolution for optical broad-beam responses in scattering media — Photon transport theories, such as the Monte Carlo method, are commonly used to model light propagation in tissue. The responses to a pencil beam incident on a scattering medium are referred to as Green’s functions or impulse responses. Photon… …
19Convolution power — In mathematics, the convolution power is the n fold iteration of the convolution with itself. Thus if x is a function on Euclidean space Rd and n is a natural number, then the convolution power is defined by where * denotes the convolution… …
20Convolution theorem — In mathematics, the convolution theorem states that under suitable conditions the Fourier transform of a convolution is the pointwise product of Fourier transforms. In other words, convolution in one domain (e.g., time domain) equals point wise… …
