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Geometry and Mathematical Physics

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Courses of the Academic Year 2013-2014

Lecturer Title Duration Period
Ugo Bruzzo Introduction to Toric Geometry 40 h from March
Cesare Reina Algebra Superiore/Representation Theory 40 h from March
Boris Dubrovin Riemann Surfaces, Theta Functions and Applications 60 h from January
A. Tikhomirov Geometric Invariant Theory 40 h from April
Jens Kaad, Gherardo Piacitelli Basics of Noncommutative Geometry 20 h October-November
Daniele Valeri Poisson Vertex Algebras and Applications to Integrable Systems 20 h November-December
Ferenc Balogh KP Tau-functions and their Applications 30 h from March 31

Courses of the Academic Year 2013 - 2014

Lecturer Title Duration Period
Boris Dubrovin Riemann surfaces, theta functions and application 20 h

Courses of the Academic Year 2012-2013

Lecturer Title Duration Period
Ugo Bruzzo Students' seminar on algebraic geometry Yearly
Ludwik Dabrowski Ist. di Fisica Matematica - mod. A(LM) First semester
Ugo Bruzzo Ist. di Geometria Sup. 2 - mod. A(LM) First semester
Vladimir Rubtsov Quantum groups and integrable systems 20 h First semester
Gherardo Piacitelli Introduction to C* algebras 20 h First semester
Andrey Kapaev Riemann-Hilbert techniques and Painlevé equations 20 h Second semester
Ugo Bruzzo Introduction to toric geometry I 20 h First semester
Ugo Bruzzo Introduction to toric geometry II 20 h Second semester
Barbara Fantechi Virtual Classes 20 h Second semester
Ludwik Dabrowski Elements of K-theory 20 h Second semester
Boris Dubrovin Geometry of isomonodromy deformations 20 h First semester
Tamara Grava Random matrices and integrable systems 40 h First semester

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