Uniformly perfect analytic and conformal attractor sets

Details Uniformly perfect analytic and conformal attractor sets Uniformly perfect analytic and conformal attractor sets

2007-08-23

arxiv.org/abs/0708.3192v1

Bull. London Math. Soc. 33 (2001), no.3, pp.320-330

Mathematics

Dynamical Systems

11 pages

Scientific paper

Conditions are given which imply that analytic iterated function systems (IFS's) in the complex plane have uniformly perfect attractor sets. In particular, it is shown that the attractor set of a finitely generated conformal IFS is uniformly perfect when it contains two or more points. Also, an example of a finitely generated analytic attractor set which is not uniformly perfect is given.

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