6 citations · 7 across the 3 of their papers we have counts for
4 papers · 1 filter
Degeneracy loci and unlikely intersections in abelian schemes
Fabrizio Barroero, Laura Capuano, Tangli Ge +1
Let be an abelian scheme over a normal quasi-projective variety over a number field, and let be a positive-dimensional subvarie…
Intersecting subvarieties of abelian schemes with group subschemes I
Tangli Ge
In this paper, we establish the following family version of Habegger's bounded height theorem on abelian varieties: a locally closed subvariety of an abelian scheme with Gao's $t^{…
Uniform Mordell-Lang Plus Bogomolov
Tangli Ge
In this paper, we prove a uniform version of Poonen's "Mordell-Lang Plus Bogomolov" theorem for abelian varieties. We mainly generalize Rémond's work on large points to allow an ex…
The Uniform Mordell-Lang Conjecture
Ziyang Gao, Tangli Ge, Lars Kühne
The Mordell--Lang conjecture for abelian varieties states that the intersection of an algebraic subvariety with a subgroup of finite rank is contained in a finite union of cose…