The course will be an introduction to the theory of model categories and abstract homotopy theory. After the basic definitions (model structures, homotopy categories, Quillen functors) we will study h...
We present some recent results on optimal control/differential games in cases where the state equation is a stochastic delay differential equation (SDDE) with delay in the state and/or in the control....
In this talk, we focus on the modeling and simulation of large-strain (hyperelastic) elasticity problems, with particular application to the study of soft biological tissues. We also consider friction...
We study a dynamic game of incomplete information between two candidates and one voter. There is an unknown state of the world ω ∈ {x, y}. The voter’s payoff is maximized when the implemented policy c...
Joint work with Dasha Loukianova and Elisa Marini
We consider a system of N interacting particles, described by SDEs driven by Poisson random measures, where the coefficients depend on the empirical m...
Abstract: The Hopfield model represents a foundational paradigm in artificial intelligence, providing a prototypical example of an attractor neural network designed to implement associative memo...
Stable minimal hypersurfaces are a central topic in both Riemannian geometry and geometric analysis. Starting with the foundational work of Fischer-Colbrie and Schoen, the last decades have seen an in...
The Hopfield model represents a foundational paradigm in artificial intelligence, providing a prototypical example of an attractor neural network designed to implement associative memory. Since its in...
Nel seminario esporrò un approccio al problema di ottimizzare il k-esimo autovaloredel Laplaciano con condizioni di Robin al variare della forma del dominio che utilizza una riformulazione in termini ...
Planaria are flatworms which possess the ability to regenerate after rather severe injuries to their body. Even very small tissue parts cut from the flatworm can regenerate to a fully functioning and ...
