Shows that sets of representatives of grand (f,K)-orbits are Zariski dense for endomorphisms on all abelian varieties over number fields, assuming existence of a dense orbit point.
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On Dense Orbit Transversality for Endomorphisms of Abelian Varieties
Shows that sets of representatives of grand (f,K)-orbits are Zariski dense for endomorphisms on all abelian varieties over number fields, assuming existence of a dense orbit point.