Encounters Between Discrete and Continuous Mathematics

Workshop on Dynamical Networks, Numerical Analysis and Ergodic Theory

21-24. May, 2013

Hungary, Budapest,	Eötvös Loránd University, Institute of Mathematics
© Bálint Farkas	en.wikipedia.com

Preliminary program:

        Schedule

Preceding conferences:

        Encounters between Discrete and Continuous Mathematics, 2008, Blaubeuren 

        I. German-Hungarian Workshop on Evolution Equations, 2007, Dobogókő

Main speakers (confirmed as of today):

• Wolfgang Arendt, Ulm
  Non-Autonomous Evoution Equations Governed by Forms: Invariance of Convex Sets
  

• Etienne Emmrich, Berlin
  Evolution equations of second order in time: existence via discretization
  

• László Erdős, München
  Universality for random matrices and log-gases
  

• Yannis Kevrekidis, Princeton
  Coarse-graining network dynamics
  

• Sergey Korotov, Bilbao
  Discrete Maximum Principles in Finite Element Analysis
  

• Cesar Palencia, Valladolid
  Stability results for Fractional Step methods in Banach spaces
  

• Balázs Szegedy, Toronto
  Higher order Fourier analysis and additive combinatorics
  

• László Székelyhidi, Leipzig
  The h-principle in turbulence
  

• Gerald Teschl, Wien
  Discrete and Continuous Boundary Value Problems
  

• Vincenzo Vespri, Firenze
  Harnack estimates for parabolic equations
  

• Zahari Zlatev, Roskilde
  Selection of Numerical Algorithms for Large-scale Air Pollution models
  

Organizing committee:

• András Bátkai, Budapest

• István Faragó, Budapest

• László Lovász, Budapest

• Rainer Nagel, Tübingen

• Alexander Ostermann, Innsbruck

List of registered participants:

• Miriam Bombieri, Tübingen
  Well-posedness of linear control systems

• Amin Boumenir, Kuwait
  Identification and control of a heat equation

• Petra Csomós, Innsbruck
  Exponential integrators for shallow water equations

• Gábor Csörgő, Budapest
  A new type discontinous Galerkin method

• Waed Dada, Tübingen
  Numerical range with respect to a family of projections

• Lukas Einkemmer, Innsbruck
  An investigation of splitting methods for Vlasov-type equations

• Nazife Erkursun, Tübingen
  A new approach to the numerical range of unbounded operators; the numerical-spectrum

• Marjeta Kramar Fijavz, Ljubljana
  On semigroups of max-plus linear operators

• Retha Heymann, Tübingen
  Spectral theory and stability of multiplication operators

• Dávid Kunszenti-Kovács, Budapest
  

• Vu Thai Luan, Innsbruck
  Exponential B-series

• Yukihiko Nakata, Szeged
  Global analysis for spread of infectious diseases via transportation networks

• Svetozara Petrova, Bielefeld
  On Multiscale Modeling in Shape Optimization

• Rainer Picard, Dresden
  The Structure of Electromagnetic Wave Propagation and Related Phenomena

• Felix Pogorzelski, Jena
  Graphs and (non-)amenability

• Jan Rozendaal, Delft
  Convergence of subdiagonal Pade approximations of C_0-semigroups

• Felix L. Schwenninger, Twente
  Counterexamples to inner functions calculus

• Petr Stehlik, Prague
  Time integration in semidiscrete partial differential equations

• Marcus Waurick, Dresden
  G-convergence of linear differential equations