Difference between revisions of "Analytic function"
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In [[mathematics]], a [[function]] is '''analytic''' over the [[domain]] ''D'' if it is equal to its [[power series]] expansion in a [[neighborhood]] of every point in ''D''. | In [[mathematics]], a [[function]] is '''analytic''' over the [[domain]] ''D'' if it is equal to its [[power series]] expansion in a [[neighborhood]] of every point in ''D''. | ||
| − | [[ | + | [[Category:Calculus]] |
| − | [[Category:Complex | + | [[Category:Complex Analysis]] |
Latest revision as of 01:02, August 14, 2018
In mathematics, a function is analytic over the domain D if it is equal to its power series expansion in a neighborhood of every point in D.