Boundedness results for periodic points on algebraic varieties
Abstract
Description
We prove that if f is a self-map of an algebraic variety over a field K, then under certain conditions on X, f and K the set of possible periods of K-valued periodic points of f is finite.
We correct a wrong remark in the published version of this paper by showing how the results of that paper can be extended to certain birational maps
We correct a wrong remark in the published version of this paper by showing how the results of that paper can be extended to certain birational maps