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Kinetic Limits and Probability

Program:9:00 Matthias Erbar (University of Bielefeld)10:00 Barbara Rüdiger (University Wuppertal)11:00 break11:30 Daniel Heydecker (Imperial College)12:30 lunch14:00 Raphael Winter (Cardiff University...

Ordinal analysis of Well-Ordering Principles and Well Quasi-Orders Closure Properties

This talk explores a series of preservation principles concerning well-orders and well quasi-orders, wqo. Well-orders are foundational in mathematical logic, playing a central role in set theory—espec...

From PDEs to groups

We present a construction which associates to differential equations discrete groups. In order to establish this relation we use automata and random walks on ultra discrete limits. We discuss related ...

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...

Dialoghi in biblioteca: terzo appuntamento

Presentazione del libro "La geometria non euclidea. Una breve storia dall'antichità a Poincaré" di Alberto CogliatiIntervengono Paolo Freguglia ed Enrico RogoraIn collaborazione con l'Associazione "Am...

Deforming foliations and commuting diffeomorphisms

A codimension one foliation of a 3-manifold is a partition of the manifold by immersed surfaces which locally pile up nicely like parallel affine planes but which can have a very complicated global be...

Phase-field approximation of sharp-interface energies accounting for lattice symmetry

The talk concerns a phase field approximation for sharp interface energies, defined on partitions, as appropriate for modeling grain boundaries in polycrystals. The label takes value in O(d)/G, where ...

Spectral stability of Maxwell’s equations in varying cavities

We consider the spectral problem for the stationary Maxwell's equations under homogeneous boundary conditions in a cavity, and we investigate how the eigenvalues depend on perturbations of the cavity'...

On the inverse spectral problem for convex planar domains

The inverse spectral problem asks to what extent one can recover the geometry of a manifold from knowledge of either its Laplace spectrum or dynamical counterparts, e.g., the (marked) length spectrum....

Calcolo parallelo e ottimizzazione senza gradiente

Il seminario sarà diviso in due parti quasi indipendenti. Nella prima parte parleremo di calcolo parallelo, delle differenze tra CPU (central processing unit) e GPU (graphics processing unit) e in par...
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