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Winter School on Geometric Flows and Evolution Equations in Geometric Analysis

9:30 Luckhaus (Selected talk) 11:00 Morini (Minicourse Part IV) 14:30 Otto (Minicourse Part IV) 16:30 De Gennaro (Selected talk) See https://sites.google.com/uniroma1.it/cvga2025/2nd-school for...

Winter School on Geometric Flows and Evolution Equations in Geometric Analysis

9:30 Otto (Minicourse Part III) 11:30 Morini (Minicourse Part III) See https://sites.google.com/uniroma1.it/cvga2025/2nd-school for more information. This school is part of the activities of the E...

Winter School on Geometric Flows and Evolution Equations in Geometric Analysis

9:30 Sire (Selected talk) 11:00 Morini (Minicourse Part II) 14:30 Otto (Minicourse Part II) 16:30 (Selected talk) See https://sites.google.com/uniroma1.it/cvga2025/2nd-school for more informati...

Winter School on Geometric Flows and Evolution Equations in Geometric Analysis

9:30 Otto (Minicourse Part I) 11:30 Laux (Selected talk) 14:30 Morini (Minicourse Part I) See https://sites.google.com/uniroma1.it/cvga2025/2nd-school for more information. This school is part o...

Unstable motions in Celestial Mechanics

One of the oldest problems in dynamical systems is the stability of the Solar System. That is, consider N bodies moving following Newton's law of gravitation, one of them with large mass (the Sun) and...

Pattern formation and symmetry breaking for a family of functionals with isotropic local/nonlocal interactions

In this talk, we will introduce a rigorous approach to the study of the symmetry breaking and pattern formation phenomenon for isotropic functionals with local/nonlocal interactions in competition. Mo...

Some results on Nash systems with several equations

Nash systems are strongly coupled systems of semilinar parabolic equations that describe closed-loop Nash equilibria in stochastic differential games. Despite existence, uniqueness and regularity for ...

Spaces of matrices with rank conditions and group actions

A space of matrices of constant rank is a vector subspace V, say of dimension n+1, of the set of matrices of size axb over a field k, such that any nonzero element of V has fixed rank r. It is a class...

Beltrami, Boltzmann and the unreasonable power of lattice kinetic theory

In this talk we shall present an historical survey of the conceptual and computational developments which led to the formulation of the Lattice Boltzmann (LB) method; from its statmech foundations (La...

On unirationality of conic bundles with 8 singular fibers

We investigate the problems of unirationality and rationality for conic bundles \(S \to \mathbb{P}^1\) over a C1 field k, which can be described as the zero locus of a hypersurface in the projectiviza...
Iscriviti a a.a. 2024-2025