We study some deterministic Mean Field Games problems with finite
horizon where the players are constrained to remain in a network. Here,
a network is given by a finite collection of vertices connecte...
The effective management and positioning of satellite constellations are critical to ensuring optimal performance and communication capabilities in space missions. This research focuses on developing ...
In this talk, I will present two machine learning models for the automatic recognition of granulomas within images acquired from in vitro experiments, while addressing the challenge of inter-annotator...
In this talk, I will present recent joint work with S. Matsumura, J. Wang, and X. Wu on the structure of compact Kähler manifolds whose anti-canonical bundle is nef. We establish a general structure t...
Programma:9:30 Tommaso Rossi On the Homoogy of the braid group modulo its center10:00 Lorenzo Giordani Invariants in the cohomology of the complement of reflection arrangements11:00 Angela Carnevale B...
Dynamical Galois groups are profinite groups that are constructed via iterations of rational functions. They are intimately connected with, and in a way they are a wild generalization of, Galois repre...
We present numerical methods for the numerical solution of an overdetermined symmetric hyperbolic and thermodynamically compatible (SHTC) model of compressible two-phase flows.
The model has the pecul...
Programma:14:00 Giulia Iezzi Matroid stratifications and quiver Grassmannians15:00 Salvatore Stella Pointed bases for cluster algebras and dominance regions16:30 Elena Pascucci Combinatorics of Trace...
The Blume-Emery-Griffiths (BEG) model is a spin lattice system where a spin value in {-1,0,1} is assigned to each vertex of Z^d and its Hamiltonian depends on two parameters X and Y. While this model ...
In this talk, I will explain how tools from harmonic and functional analysis play a role in the study of stochastic partial differential equations (SPDEs) of parabolic type. In particular, we consider...
