Minisymposia

  1. Stochastic nonlinear wave and Schrödinger equations and applications
    by Zdzislaw Brzezniak (York) and Tadahiro Oh (Edinburgh)
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  2. Recent advances in inverse scattering theory
    by Fioralba Cakoni (Piscataway) and Houssem Haddar (Palaiseau)
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  3. Spectral and dispersive properties of quantum Hamiltonians
    by Piero D’Ancona (Rome) and Roland Donninger (Vienna)
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  4. Optimization of transmission and reflection of waves
    by Willy Dörfler (Karlsruhe)
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  5. Mathematical theory of water waves
    by Wolf-Patrick Düll (Stuttgart) and J. Douglas Wright (Philadelphia)
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  6. Inverse scattering and electrical impedance tomography
    by Roland Griesmaier (Karlsruhe) and John Sylvester (Seattle)
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  7. Time integration for wave-type problems
    by Marlis Hochbruck (Karlsruhe) and Tobias Jahnke (Karlsruhe)
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  8. Geometric methods in spectral theory of traveling waves
    by Chris Jones (Chapel Hill) and Yuri Latushkin (Columbia)
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  9. Kerr frequency combs – from models to experiments and back
    by Christian Koos (Karlsruhe) and Wolfgang Reichel (Karlsruhe)
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  10. Microlocal analysis of wave phenomena
    by Todd Quinto (Medford) and Andreas Rieder (Karlsruhe)
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  11. Bifurcations of nonlinear waves – theory, numerics and applications
    by Jens Rademacher (Bremen) and Hannes Uecker (Oldenburg)
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  12. Pattern formation and localized structures
    by Guido Schneider (Stuttgart) and Björn de Rijk (Stuttgart)
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  13. Nonlinear dispersive equations – blowup, solitons and long-time behavior
    by Birgit Schörkhuber (Karlsruhe)
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  14. Stability of solitary waves
    by Atanas Stefanov (Lawrence)
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