CIMPA School: Random processes and optimal configurations in analysis

Monday, July 6, 2015 (All day) to Friday, July 17, 2015 (All day)

The School will consist of 11 courses (3 hours each) and 8 plenary

talks given by prestigious researchers. The main topics of the school

lie in the interface between the theory of point processes in probability 

theory and the theory of optimal distribution of points in analysis. The 

list of lecturers and plenary speakers is as follows:




Pavel Bleher (IUPUI), Random matrices and the six vertex model

Pablo Ferrari (Universidad de Buenos Aires), Point processes

Alice Guionnet (MIT), Topological expansions 

Manjunath Krishnapur (Indian Institute of Science), Determinantal point processes

Joaquim Ortega Cerdà (Universitat de Barcelona), Fekete points, an overview

Etienne Sandier (Université Paris XII Val de Marne), Two-scale Gamma convergence for Coulomb gases and weighted Fekete sets

Sylvia Serfaty  (Université Pierre et Marie Curie Paris VI), Large deviations for systems with Coulomb and Riesz interactions

Mariya Scherbina (Institute of Low Temperature of Ukraine), Local regimes for beta matrix models

Mikhail Sodin (Tel Aviv University), Random Nodal Portraits

Balint Virag (University of Toronto), The spectra of random sparse graphs

Ofer Zeitouni (Weizmann Institute of Science), Extremal processes





Yacin Ameur (Lund University)

Diego Armentano (UDELAR)

Zakhar Kabluchko (Ulm University)

José León (Universidad Central de Venezuela)

Alexander Borichev (Aix-Marseille Université)

Daniel Remenik (Universidad de Chile)



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