Boundedness for periodic points on proper varieties, by Najmuddin Fakhruddin
We prove that for any morphism f of a proper variety X over a fintely
generated field K over Q to itself, there exists an integer n such
that f^n is the identity on the set of periodic points in X(K). Under
some extra hypotheses, we also prove a similar result for p-adic fields.
Najmuddin Fakhruddin <firstname.lastname@example.org>