Dragos Ghioca

University of British Columbia
Scientific, Seminar
UBC Algebra and Algebraic Geometry Seminar: Dragos Ghioca
January 19, 2026
University of British Columbia
Given an abelian variety G defined over a field of characteristic 0, the intersection between a subvariety X of G with another subvariety Y of G for which dim(X) + dim(Y) dim(G) is generally expected to be empty. Rooted in this basic observation...
Scientific, Seminar
UBC Number Theory Seminar: Dragos Ghioca
February 1, 2024
University of British Columbia
We present various results and conjectures regarding unlikely intersections of orbits for families of Drinfeld modules. Our questions are motivated by the groundbreaking result of Masser and Zannier (from 15 years ago) regarding torsion points in...
Scientific, Seminar
Number Theory Seminar: Arithmetic dynamics
January 21, 2010
University of British Columbia
Starting from a classical result of Skolem, Mahler and Lech for linear recurrence sequences, we present an algebraic geometric generalization of it. Then we interpret our result from the point of view of dynamics, linking it with the Mordell-Lang...
Scientific, Seminar
Number Theory Seminar: Dragos Ghioca
October 6, 2011
Simon Fraser University
Abstract: In early 1960's, Lang proved that if for a given polynomial G(X,Y) with complex coefficients, there exist infinitely many pairs (x,y) where both x and y are roots of unity such that G(x,y) = 0, then essentially G(X,Y) = X^mY^n - c, for some...