Weekly Bulletin
The FIM provides a Newsletter called FIM Weekly Bulletin, which is a selection of the mathematics seminars and lectures taking place at ETH Zurich and at the University of Zurich. It is sent by e-mail every Tuesday during the semester, or can be accessed here on this website at any time.
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FIM Weekly Bulletin
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Monday, 15 January | |||
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— no events scheduled — |
Tuesday, 16 January | |||
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Time | Speaker | Title | Location |
09:30 - 10:20 |
Pierre-Louis Lions Collège de France |
Abstract
Large Random Matrices and PDEs |
HG G 3 |
10:50 - 11:40 |
Clément Mouhot University of Cambridge |
Abstract
Title T.B.A. |
HG G 3 |
11:50 - 12:40 |
Peter Pickl Universität Tübingen |
Abstract
Microscopic derivation of Vlasov-Dirac-Benney equation with short-range pair potentials |
HG G 3 |
14:00 - 14:50 |
Kazuo Aoki National Cheng Kung University |
Abstract
Boundary conditions for the Boltzmann equation based on a kinetic model of gas-surface interaction |
HG G 3 |
15:20 - 16:10 |
Marie Doumic Université Pierre et Marie Curie (Paris 6) |
Abstract
Analysis and estimation for fragmentation systems |
HG G 3 |
16:20 - 17:10 |
Claude Bardos Université Paris-Diderot (Paris 7) |
Abstract
Boundary effects in the zero viscosity limit of solutions of Navier Stokes equations with no slip boundary condition |
HG G 3 |
Wednesday, 17 January | |||
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Time | Speaker | Title | Location |
09:30 - 10:20 |
Shi Jin Shanghai Jiao Tong University |
Abstract
Quantum Computation of partial differential equations and linear algebra problems |
HG G 3 |
10:30 - 11:30 |
Damien Calaque University of Montpellier |
HG G 43 |
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10:50 - 11:40 |
Cyril Imbert Ecole Normale Supérieure |
Abstract
Partial regularity in time for the space-homogeneous Boltzmann equation with very soft potentials |
HG G 3 |
11:50 - 12:40 |
Isabelle Gallagher Ecole Normale Supérieure |
Abstract
Convergence of strong solutions from the Boltzmann equation to the Navier-Stokes equations |
HG G 3 |
14:00 - 14:50 |
Pierre-Emmanuel Jabin Penn State University |
Abstract
A new duality approach to the mean-field limit |
HG G 3 |
15:20 - 16:10 |
Emanuele Caglioti Università degli Studi di Roma "La Sapienza" |
Abstract
Random matching in 2d: some recent results |
HG G 3 |
16:20 - 17:10 |
Thierry Paul Sorbonne Université |
Abstract
Mean field limit of multi-agent systems, graph-limit and dynamical systems associated to PDEs |
HG G 3 |
16:30 - 17:30 |
Richard Rimanyi UNC Chapel Hill and Newton Institute Cambridge |
Abstract
Suppose we have a singular subvariety in a smooth ambient space. The fundamental cohomology class represented by the subvariety is a key concept in various parts of geometry, from Schubert calculus to moduli spaces. The concept of fundamental class has a 1-parameter deformation (both in cohomology and in K theory) that measures even more geometric information. Remarkably, these 1-parameter deformations (called Chern-Schwartz-MacPherson class and Motivic Chern class) coincide with Okounkov’s stable envelope definition in the settings where both are defined. I will report on some consequences of his new relation between Singularity Theory and Geometric Representation Theory.
Talks in Mathematical PhysicsCharacteristic classes of singular spaces and their \hbar-deformationsread_more |
HG G 43 |
Thursday, 18 January | |||
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Time | Speaker | Title | Location |
09:00 - 09:50 |
Frank Merle Université de Cergy-Pontoise |
Abstract
On the Soliton Resolution for Energy Critical Wave Equation in the radial case |
HG G 3 |
10:20 - 11:10 |
Nataša Pavlović The University of Texas at Austin |
Abstract
On the effective dynamics of Bose-Fermi mixtures |
HG G 3 |
11:20 - 12:10 |
Mario Pulvirenti Università degli Studi di Roma "La Sapienza" |
Abstract
On the validity of the Boltzmann equation for quantum particle systems |
HG G 3 |
14:00 - 14:50 |
Dave Levermore University of Maryland |
Abstract
Global Dynamics for the Kompaneets Equation |
HG G 3 |
15:20 - 16:10 |
Tai-Ping Liu Stanford University |
Abstract
Boltzmann Equation and Fluid Dynamics: Singular Layers |
HG G 3 |
16:20 - 17:10 |
Irene Gamba The University of Texas at Austin |
Abstract
Weak turbulence modeled by a quasilinear diffusion system for electrostatic and magnetized plasma systems |
HG G 3 |
Friday, 19 January | |||
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Time | Speaker | Title | Location |
09:00 - 09:50 |
Yann Brenier Université Paris-Saclay |
Abstract
Gravitational models related to fluid mechanics and optimal transport |
HG G 3 |
10:20 - 11:10 |
Alexis Vasseur The University of Texas at Austin |
Abstract
Inviscid limit from Navier-stokes to small BV solutions of Euler |
HG G 3 |
11:20 - 12:10 |
Sylvia Serfaty New York University |
Abstract
Propagation of chaos, stability and uniqueness questions |
HG G 3 |