EYAL GOREN, McGill University RECENT DEVELOPMENTS IN THE THEORY OF COMPLEX MULTIPLICATION
Lunedì 27 Giugno 2011, ore 17:00 Università di Milano, Dipartimento di Matematica, Via Saldini 50, Sala Rappresentanza |
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Abstract
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Our story begins more than a century ago with Kronecker Jugendtraum and Hilbert 12th problem, where complex multiplication appears as a way to understand Galois extensions of number fields - a problem still at the heart of number theory. Our lecture will have a strong historical flavour; we shall attempt to survey the development of the theory of complex multiplication and the philosophy behind it. On this background, we will present some exciting recent results, some of which build in an essential way on Borcherds theory. Finally, we shall sketch some of the key challenges of the theory of complex multiplication today and future directions.
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JEAN BOURGAIN, Institute for Advanced Study, Princeton EXPANSION IN LINEAR GROUPS, SPECTRAL GAPS AND APPLICATIONS
Martedì 21 Giugno 2011, ore 16:30 Luogo: Dipartimento di Matematica, V. Saldini, 50, Aula Chisini |
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DE WITT L. SUMNERS, Florida State University DNA TOPOLOGY Martedì 14 Giugno 2011, ore 14:30 Dipartimento di Matematica, Università di Milano Bicocca, aula seminari 3014 |
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JUAN LUIS VAZQUEZ, Universidad Autonoma de Madrid NONLINEAR DIFFUSION, FROM POROUS MEDIA TO FRACTIONAL DIFFUSION. EVOLUTIONS, FREE BOUNDARIES AND ASYMPTOTICS
Martedì 07 Giugno 2011, ore 16:30 Dipartimento di Matematica, V. Saldini, 50, Aula Chisini |
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ROBERTO MAURI, Dip.to di Ing. Chimica, Chimica Ind. e Scienze dei Materiali, Università di Pisa MEAN FIELD MODELING OF MULTIPHASE SYSTEMS Lunedì 23 Maggio 2011, ore 17:00 Dipartimento di Matematica, Politecnico di Milano, Aula Seminari VI piano |
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THOMAS BARTSCH, University of Giessen SOLITARY WAVES FOR COUPLED NONLINEAR SCHROEDINGER EQUATIONS Mercoledì 30 Marzo 2011, ore 17:00 Università di Milano, Dipartimento di Matematica, Via Saldini |
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