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Line 1: The [[mathematical]] disciplines of [[combinatorics]] and [[dynamical system]]s interact in a number of ways. The [[ergodic theory]] of dynamical systems has recently been used to prove combinatorial theorems about number theory which has given rise to the field of [[arithmetic combinatorics]]. Also [[dynamical systems theory]] is heavily involved in the relatively recent field of [[combinatorics on words]]. Also combinatorial aspects of dynamical systems are studied. Dynamical systems can be defined on combinatorial objects such as [[graph theory\|graphs]] -— a particular kind of [[User:Henning.Mortveit/GDS\|graph dynamical system]] is a [[sequential dynamical system]]. ==See also==

Combinatorics and dynamical systems: Difference between revisions