Topological defects in quantum field theory have received considerable attention in the last few years as generalizations of the concept of symmetry. In the context of two dimensional conformal field ...
Heat diffusion, wave propagation (drums, guitars), electric and magnetic phenomena, quantum stuff, fluid flow... all these physical phenomena share the property of being modelled by partial differenti...
The KdV is one of the most widespread non-linear models, commonly used by coastal engineers, describing the propagation waves in weakly non-linear and weakly dispersive shallow water problems. Many oc...
I will present an introduction to the literature on dynamic problem s controled by several agents, called Stochastic games and in particular on the concept of uniform value (two-player zero-sum case)...
In this thesis we study some questions on abelian varieties by means of the Fourier-Mukai-Poincaré (FMP) transform and generic vanishing. Specifically, we study cohomological rank functions, and give ...
We will outline an efficient algorithmic approach to the desingularisation of plane algebraic curves. Applications include computing the genus, Riemann-Roch spaces, and testing whether the curve is hy...
We will introduce quiver representations and quiver Grassmannians, focusing on the fact that "quiver Grassmannians can be anything" - that is, every projective variety is a quiver Grassmannian. The go...
