Boguslaw Zegarlinski , Imperial College London Dissipative Dynamics for Large Interacting Systems Lunedì 30 Gennaio 2017, ore 16:00 Aula Seminari del 6 piano |
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Alessio Figalli, ETH Zurich Convergence to equilibrium via quantitative stability Lunedì 07 Novembre 2016, ore 16:30 Aula Chisini, via Saldini 50 |
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François Charles, Université Paris-Sud (Orsay) Constructing curves on surfaces Giovedì 06 Ottobre 2016, ore 16:30 Sala di rappresentanza, Dipartimento di Matematica, Università degli Studi, Via C. Saldini 50 |
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Endre Szemerédi, Rutgers University On the fundamental theorem of Freiman Lunedì 03 Ottobre 2016, ore 16:03 Aula Chisini, via Saldini 50 |
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Walter Craig, McMaster University Vortex filament dynamics Mercoledì 21 Settembre 2016, ore 16:30 precise Sala di rappresentanza, Dipartimento di Matematica, Università degli Studi, Via C. Saldini 50 |
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Abstract
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The evolution of vortex filaments in three dimensions is an important problem in mathematical hydrodynamics. It appears in questions on solutions of the Euler equations as well as in the fine structure of vortex filamentation in a superfluid. It is also a setting in the analysis of partial differential equations with a compelling analogy to Hamiltonian dynamical systems. I will give an analysis of a system of model equations for the dynamics of near-parallel vortex filaments in a three dimensional fluid. These equations can be formulated as a Hamiltonian system of partial differential equations, and the talk will describe some aspects of a phase space analysis of solutions, including the construction of periodic and quasi-periodic orbits via a version of KAM theory for PDEs, and a topological principle to count multiplicity of solutions. This is ongoing joint work with L. Corsi (McMaster and Georgia Tech), C. Garcia (UNAM) and C.-R. Yang (McMaster and Shantou Univ.) |
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Elon Lindenstrauss, Hebrew University of Jerusalem DIAGONAL FLOWS, JOININGS AND ARITHMETIC Lunedì 11 Luglio 2016, ore 16:30 Aula Chisini, via Saldini 50 |
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