Revision as of 03:27, 6 July 2005 edit Oleg Alexandrov (talk \| contribs) Extended confirmed users 47,270 edits Analytic signals are not necessary analytic functions. So I removed that one from here. Hey, Omegatron is using edit summary! That's why I don't revert without comment. :) ← Previous edit		Revision as of 16:15, 17 July 2005 edit undo Oleg Alexandrov (talk \| contribs) Extended confirmed users 47,270 edits →Properties of analytic functions: clarify Next edit →
Line 17: * The sum, product, and composition of analytic functions are analytic. * The [[reciprocal]] of a ~~non~~nowhere-zero analytic function is analytic, and the inverse of an invertible analytic function with non-zero [[derivative]] is analytic. * Any polynomial is an analytic function. For a polynomial, the power series expansion contains only a finite number of non-zero terms. * Any analytic function is [[smooth function\|smooth]].

Analytic function: Difference between revisions