are said to be topologically conjugate if there exists a homeomorphism that will conjugate the one into the other. Topological conjugacy, and related-but-distinct...

precisely the number of conjugacy classes. Topological conjugacy – Concept in topology FC-group – Group in group theory mathematics Conjugacy-closed subgroup...

In mathematics and physics, solitons, topological solitons and topological defects are three closely related ideas, all of which signify structures in...

maps, and for fixed points of flows or maps on manifolds. A mere topological conjugacy does not provide geometric information about the behavior near the...

{\displaystyle f^{(n)}(x)=a^{2^{n}-1}(x-c)^{2^{n}}+c} as the solution. See Topological conjugacy for more detail about the relationship between f and g. And see...

entropy and topological entropy). Poincaré–Bendixson theorem Symbolic dynamics Topological conjugacy D. V. Anosov (2001) [1994], "Topological dynamics"...

relation – Generalization of equivalence classes to scheme theory Topological conjugacy – Concept in topology Up to – Mathematical statement of uniqueness...

continuous. Topological entropy is an invariant of topological dynamical systems, meaning that it is preserved by topological conjugacy. Let f {\displaystyle...

g = h−1 ○ f ○ h , then f and g are said to be topologically conjugate. Clearly, topological conjugacy is preserved under iteration, as gn = h−1  ○ f...

Mixing Poincaré section Recurrence plot SRB measure Stable manifold Topological conjugacy Theorems Ergodic theorem Liouville's theorem Krylov–Bogolyubov theorem...