Victoria de Quehen

McGill
Scientific, Distinguished Lecture
The Hirzeburch Compactification of Hibert Modular Surfaces
February 7, 2013
University of Calgary
In this talk we will give a non-singular compactification of Hilbert modular surfaces by constructing a particular toric variety for each cusp. Other than the familiar compactification of modular curves this illustrative example is the simplest case...
Scientific, Seminar
West End Number Theory Seminar: de Quehen
February 6, 2013
University of Calgary
This introductory talk will use the combinatorial nature of polyhedral cone decompositions to give a concrete construction of toric varieties. This concrete description, along with the fact that they are natural generalizations of projective...
Scientific, Seminar
West End Number Theory Seminar: de Quehen
February 7, 2013
University of Calgary
In this talk we will give a non-singular compactification of Hilbert modular surfaces by constructing a particular toric variety for each cusp. Other than the familiar compactification of modular curves this illustrative example is the simplest case...