analytic function
11analytic continuation — Math. 1. a method of finding a function that coincides with a given analytic function in a domain and that remains analytic in a larger domain. 2. any function found by this method. [1955 60] * * * …
12analytic continuation — Math. 1. a method of finding a function that coincides with a given analytic function in a domain and that remains analytic in a larger domain. 2. any function found by this method. [1955 60] …
13analytic continuation — noun a) An extension of an analytic function which is itself analytic b) The practice of extending analytic functions …
14analytic philosophy — n. a 20th cent. philosophic movement characterized by its method of analyzing concepts and statements in the light of common experience and ordinary language so as to eliminate confusions of thought and resolve many traditional philosophical… …
15analytic — [an΄ə lit′ik] adj. [ML analyticus < Gr analytikos < analytos, soluble: see ANALYSIS] 1. of analysis or analytics 2. that separates into constituent parts 3. skilled in or using analysis [an analytic mind] 4. Linguis. expressing syntactic… …
16Analytic geometry — Cartesian coordinates. Analytic geometry, or analytical geometry has two different meanings in mathematics. The modern and advanced meaning refers to the geometry of analytic varieties. This article focuses on the classical and elementary meaning …
17Analytic number theory — In mathematics, analytic number theory is a branch of number theory that uses methods from mathematical analysis to solve number theoretical problems. [Page 7 of Apostol 1976] It is often said to have begun with Dirichlet s introduction of… …
18Function (mathematics) — f(x) redirects here. For the band, see f(x) (band). Graph of example function, In mathematics, a function associates one quantity, the a …
19analytic — analytically, adv. /an l it ik/, adj. 1. pertaining to or proceeding by analysis (opposed to synthetic). 2. skilled in or habitually using analysis. 3. (of a language) characterized by a relatively frequent use of function words, auxiliary verbs …
20Analytic torsion — In mathematics, Reidemeister torsion (or R torsion, or Reidemeister–Franz torsion) is a topological invariant of manifolds introduced by Kurt Reidemeister (Reidemeister (1935)) for 3 manifolds and generalized to higher dimensions by Franz (1935)… …
