Analysis, PDEs and Applications

Linear and non-linear PDEs, Asymptotic and numerical methods for PDEs including homgenization and boundary elements, Spectral theory, Harmonic Analysis, Approximation theory, Wavelets, Elasticity Theory, Function Spaces, Ill-posed problems, Non-linear ...

Linear and non-linear PDEs, Asymptotic and numerical methods for PDEs including homgenization and boundary elements, Spectral theory, Harmonic Analysis, Approximation theory, Wavelets, Elasticity Theory, Function Spaces, Ill-posed problems, Non-linear potential theory, Fluid Mechanics, History of Mathematics.

Speakers: (Plenary Speakers) H. Brezis, Y. Burago, I. Capuzzo Dolcetta, N. Fusco, A. Grigoryan, J.P. Kahane, C.O. Kiselman, M. Mitrea, A.B. Movchan, U. Mosco, Y. Netrusov, J. Rossmann, Y. Safarov, C. Sbordone, G. Schmidt, J. Serrin, M. Shubin, J. Shatah, E. Stein, N. Ural'tseva, D. Vassiliev, I. Verbitsky, H. Weinberger, W. Wendland

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