Document Zbl 0962.54031

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Density of periodic orbits in \(\omega \)-limit sets with the Hausdorff metric. (English) Zbl 0962.54031

Real Anal. Exch. 24(1998-99), No. 2, 503-521 (1999).

Summary: We prove that if \(f\) is a continuous interval map such that all wandering intervals converge to periodic orbits, then the family of periodic orbits is dense in \(\omega \)-limit sets with Hausdorff metric.

Cited in 1 Document

MSC:

54H20	Topological dynamics (MSC2010)
37B99	Topological dynamics

Keywords:

interval maps; periodic points

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