Difference between revisions of "Regular iteration"
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| − | A fractional iterate $\ph$ of | + | A [[fractional iterate]] $\ph$ of an analytic function $f$ at fixpoint $a$ is called regular, iff $\phi$ is analytic at $a$ or has an [[asymptotic powerseries development]] at $a$. |
Revision as of 13:11, 7 June 2011
A fractional iterate $\ph$ of an analytic function $f$ at fixpoint $a$ is called regular, iff $\phi$ is analytic at $a$ or has an asymptotic powerseries development at $a$.