Nonlinear Wave and Dispersive Equations, Kyoto 2016

Date: September, 6 (Tue.)-8 (Thu.), 2016

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Last update 8/29/2016

 Picture_of_Kyoto_Univ Program and Abstracts
    The pdf file of the program is here.

    September 6th (Tue.), Room 110, Department of Mathematics (Science Bldg. No. 3)
    13:25-13:30 Opening
    13:30-14:30 Tohru Ozawa (Waseda University), abstract
    Higher order fractional Leibniz estimates
    14:40-15:40 Hideaki Sunagawa (Osaka University), abstract
    The lifespan of small solutions to cubic derivative nonlinear Schrödinger equations in one space dimension
    16:00-17:00 Tetsu Mizumachi (Hiroshima University), abstract
    Stability of line solitons for the KP-II equation

    September 7th (Wed.), Room 110, Department of Mathematics (Science Bldg. No. 3)
    9:30-10:30 Masaya Maeda (Chiba University), abstract
    On orbital stability/instability of nonlinear Schrödinger equations
    10:40-12:10 Arnaud Debussche (École Normale Supérieure de Rennes), abstract
    Stochastic conservation laws, existence and long time behavior
    The following afternoon session is held at Room 301, Science Bldg. No. 6.
    14:00-15:00 Tadahiro Oh (University of Edinburgh), abstract
    On the transport property of Gaussian measures under Hamiltonian PDE dynamics
    15:15-16:45 Yoshio Tsutsumi (Kyoto University), abstract
    Well-posedness of some reduced nonlinear dispersive equations in Sobolev spaces with negative indices
    18:00-20:00 Banquet (Kyoto University Clock Tower Centennial Hall)

    September 8th (Thu.), Room 110, Department of Mathematics (Science Bldg. No. 3)
    9:30-10:30 Jun-ichi Segata (Tohoku University), abstract
    Refinement of Strichartz estimates for Airy equation and application
    10:40-12:10 Anne de Bouard (École Polytechnique), abstract
    Inhomogeneities and temperature effects in Bose-Einstein condensates
    12:10-12:15 Closing