Chaos, and what it can reveal
A conference on the occasion of Petr Šeba's 60th birthday

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Hradec Králové (Czechia), May 9 – May 11, 2017


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Contributed talks

Diana Barseghyan (Ostrava) Semiclassical bounds on Magnetic Laplacian
David Krejčiřík (Prague) The Brownian traveller on manifolds
Radko Kříž (Hradec Králové) Chaotic behaviour of the electricity price series
Jiří Lipovský (Hradec Králové) Fermi's rule and high-energy asymptotics for quantum graphs
Vladimir Lotoreichik (Řež) Optimization of the lowest eigenvalue for surface δ-interactions
Axel Pérez-Obiol (Řež) On the bound states of magnetic Laplacians on wedges
Holger Schanz (Magdeburg) Networks as Coherent Perfect Absorbers
Artur Sergyeyev (Opava) Integrable partial differential systems in four independent variables related to contact geometry
Akira Shudo (Tokyo) Amphibious Complex Orbits and Dynamical Tunneling
Jan Šlégr (Hradec Králové) Ionospehere as chaotic billiard and what it can reveal
Filip Studnička (Hradec Králové) Chaos in the (feline) brain
Miloš Tater (Řež) Spectral and resonance properties of the Smilansky model
Jakub Zakrzewski (Cracow) Nonperturbative many-body localization
Miloslav Znojil (Řež) Heisenberg picture in non-Hermitian quantum mechanics

 
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  • Organized by the University of Hradec Králové


    with the help of the Union of Czech and Slovak Mathematicians and Physicists - local branch Hradec Králové



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  • Important dates

    Abstract submission deadline:
    March 31, 2017