In this talk we will see the main ingredients to construct an algorithm of resolution of singulariti

Let G be a connected reductive group over an algebraically closed field k, and let C be a smooth pro

We discuss the construction of the holonomy groupoid associated with a singular foliation as a quoti

Poisson manifolds are generalizations of symplectic manifolds. We will discuss the problem of obtai

We will discuss the Poisson geometry of the moduli space of (non-strongly) parabolic Higgs bundles o

This is joint with Megumi Harada of McMaster University. I will discuss our recent progress on the q

Mikhail Gromov introduced hyperbolic groups in 1987 through geometric properties of Cayley graphs, v

Stochastic topology aims at studying "expected" topological properties of random or partially kn

We review briefly the method of and some important results in geometric quantization, and go on to d

The Gauss map for surfaces M in 3-space is a map from M into a sphere; I will present the analogue f