Journal article
The funnel boundary of multivalued dynamical systems
Journal of the Australian Mathematical Society, Vol.27(1), pp.108-124
1979
Abstract
Properties of the funnel boundary are investigated for multivalued dynamical systems defined axiomatically in terms of attainability set mappings on complete, locally compact metric state spaces. The set of regular boundary events is shown to be dense in the funnel boundary and theorems of Fukuhara and Zaremba on peripheral attainability are generalized to the systems considered here.
Details
- Title
- The funnel boundary of multivalued dynamical systems
- Authors/Creators
- P.E. Kloeden (Author/Creator)
- Publication Details
- Journal of the Australian Mathematical Society, Vol.27(1), pp.108-124
- Publisher
- Australian Mathematical Society Inc.
- Identifiers
- 991005541277407891
- Copyright
- © 1979 Australian Mathematical Society
- Murdoch Affiliation
- School of Mathematical and Physical Sciences
- Language
- English
- Resource Type
- Journal article
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