Jason P. Bell, Dragos Ghioca, Thomas J. Tucker
Published 2017-12-08Version 1
Using methods of p-adic analysis, along with the powerful result of Medvedev-Scanlon (Annals of Mathematics, 2014) for the classification of periodic subvarieties of (P^1)^n, we bound the length of the orbit of a periodic subvariety Y of (P^1)^n under the action of a dominant endomorphism.
Applications of p-adic analysis for bounding periods of subvarieties under etale maps
Density of orbits of endomorphisms of abelian varieties
Density of orbits of endomorphisms of commutative linear algebraic groups
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