Short Course: Random matrices, Dyson-Schwinger equations and the topological expansion

This short course is organised by the CCIMI , and open to all. Lectures will run on the 13th(2-4pm), 15th(2-4pm), 18th(3-5pm) & 19th(2-4pm) November.

Instructor: Alice Guionnet (CNRS, ENS -Lyon)

Abstract: Random matrices and random tilings provide an example of strongly interacting variables. To analyze their asymptotics, a central tool is the uses of the Dyson-Schwinger equations. Following this approach we will discuss the central limit theorem and the topological expansion for random matrices. We will show how such ideas extend to random tilings.

For more information please visit http://www.talks.cam.ac.uk/show/index/105877

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