Source: wikibot/topological-conjugacy
= Topological conjugacy
{wiki=Topological_conjugacy}
Topological conjugacy is a concept from dynamical systems that deals with the relationship between two dynamical systems which are "the same" in a certain topological sense. Specifically, two dynamical systems are said to be topologically conjugate if there exists a continuous bijective map (called a conjugacy) between their state spaces that preserves the dynamics of the systems.