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- Topological_conjugacy abstract "In mathematics, two functions are said to be topologically conjugate to one another if there exists a homeomorphism that will conjugate the one into the other. Topological conjugacy is important in the study of iterated functions and more generally dynamical systems, since, if the dynamics of one iterated function can be solved, then those for any topologically conjugate function follow trivially.To illustrate this directly: suppose that f and g are iterated functions, and there exists an h such that so that f and g are topologically conjugate. Then of course one must have and so the iterated systems are conjugate as well. Here, denotes function composition.".
- Topological_conjugacy wikiPageID "5506149".
- Topological_conjugacy wikiPageRevisionID "594439709".
- Topological_conjugacy hasPhotoCollection Topological_conjugacy.
- Topological_conjugacy id "4353".
- Topological_conjugacy title "topological conjugation".
- Topological_conjugacy subject Category:Homeomorphisms.
- Topological_conjugacy subject Category:Topological_dynamics.
- Topological_conjugacy comment "In mathematics, two functions are said to be topologically conjugate to one another if there exists a homeomorphism that will conjugate the one into the other.".
- Topological_conjugacy label "Topological conjugacy".
- Topological_conjugacy label "Topologische Konjugation".
- Topological_conjugacy label "Топологическая сопряжённость".
- Topological_conjugacy sameAs Topologische_Konjugation.
- Topological_conjugacy sameAs m.0dpy9r.
- Topological_conjugacy sameAs Q2443460.
- Topological_conjugacy sameAs Q2443460.
- Topological_conjugacy wasDerivedFrom Topological_conjugacy?oldid=594439709.
- Topological_conjugacy isPrimaryTopicOf Topological_conjugacy.