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Kurt Johansson (KTH Stockholm, Sweden)
Random interfaces and random matrices
Programm / Abstract:
One-dimensional random interfaces occur for example in random growth models and random tiling models. In some models their statistical properties turn out to be related to random matrix statistics. I will concentrate on random tiling or dimer models like the Aztec diamond and discuss the statistics of the tiles/dimers. The models can also be interpreted as certain random surfaces. Associated with these models are random point processes that are so called determinantal point processes. I will discuss these processes and their scaling limits which are expected to be universal scaling limits in the sense that they should be natural scaling limits in various models. The talk will give an overview of some developments in this area aimed at a general audience.
Zeit:
am Montag den 27. Mai 2013 um 16:00
Ort:
MPI für Mathematik in den Naturwissenschaften Leipzig
Inselstr. 22
04103 Leipzig
Leibniz-Hörsaal (G 10) 3. Etage
eingetragen von Jörg Lehnert(Joerg.Lehnert@mis.mpg.de, 0341 9959 50)