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Kinetic Limits and Probability

Program:11:00 reception11:30 Rossana Marra (Tor Vergata University)12:30 lunch14:00 Karsten Matthies (University of Bath)15:00 Peter Madsen (Ludwig Maximilian University)16:00 break16:30 Zaher Hani (U...

Harmonies in Moduli Spaces (in occasion of Lucia Caporaso's birthday)

Lunedì 9 giugno 2025Aula Magna Adalberto Libera, Dipartimento di Architettura dell'Università di Roma Tre (Testaccio) Convegno Harmonies in Moduli Spaces (in occasion of Lucia Caporaso's birthday) Pr...

Kinetic Limits and Probability

This workshop gathers together prominent scientists and young researchers, promoting the exchange of ideas around the relations between small and large scales, focusing on interacting particle systems...

Rigidity results for the capillary overdetermined problem

Abstract: In this talk we will discuss some rigidity results for bounded positive solutions of the general capillary overdetermined problem: div(∇u√1+|∇u|2)+f(u)=0div(∇u1+|∇u|2)+f(u)=0 in ΩΩ, u=0u=0 o...

The R-matrix for affine Yangians

Abstract: The theory of Yangians was introduced by Drinfeld in the 1980s as a systematic approach to solving the Yang-Baxter equation: every irreducible finite-dimensional representation is equipped w...

Geometria iperbolica e superfici

Abstract: Cosa succede se rimuoviamo l'assioma delle parallele dalla geometria euclidea? Scopriamo un nuovo ricchissimo mondo in cui tante cose amene accadono: rette parallele divergono all'infinito, ...

Logarithmically correlated fields from non-Hermitian random matrices

Abstract: We study the Brownian evolution of large non-Hermitian matrices and show that their log-determinant converges to a 2+1 dimensional Gaussian field in the Edwards-Wilkinson regularity class, i...

The Jenkins-Serrin Theorem reloaded

Jenkins and Serrin in the sixties proved a famous theorem   about minimal graphs in the Euclidean 3-space with infinite boundary values. After reviewing the classical results, we show how to solv...

A quantitative result for the k-Hessian equation

We consider a symmetrization procedure for convex function in R^n that preserves mixed volumes of the sublevel sets, and for which a Pólya-Szegő type inequality holds. We will obtain a stability impro...

Friction and geometry in Lindbladian dynamics

We study the adiabatic response of open systems governed by Lindblad evolutions (or Gorini-Kossakowski-Sudarshan) and hence affected by some form of friction. In particular, we present the analog of t...

Universal central extensions of the Lie algebra of volume-preserving vector fields

The goal of the talk is proving a conjecture of Claude Roger about the universal central extension of the Lie algebra of volume-preserving vector fields. In the beginning we will briefly review the no...

The Physics of the Hopfield Neural Network

How do we recognize faces? How do we divide people into groups if they are not all friends with each other? How do magnets work? Introduced back in 1982 as a neural network realization of an associati...