e/Markov partition

Information
has gloss	eng: Markov partition is a fundamental concept in the mathematical theory of dynamical systems which allows one to represent a discrete dynamical system as a shift of finite type on an auxiliary space of sequences of abstract symbols. Such a partition shows that, at a coarse level, the deterministic dynamic system resembles a discrete-time Markov process and allows to apply methods of symbolic dynamics to the study of long-term dynamical characteristics of the system, such as its topological entropy.
lexicalization	eng: Markov partition
instance of	e/Dynamical system