Geometry and Mathematical Physics

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Courses of the Academic Year 2022-2023
Lecturer	Title	Duration	Period
Pierre Karim Emile Lazag	Introduction to Determinantal Point Processes And Intergrable Probability	20 h
Rafael Torres	4-manifolds	20 h
Gregorio Falqui	Hamiltonian methods in Integrable Systems	20 h
Alessandro Tanzini	Introduction to Topological Field Theories	40 h
Ludwik Dabrowski	Noncommutative Geometry	40 h
Ugo Bruzzo	Symplectic toric geometry	50 h
Tamara Grava	Integrable systems and Riemann surfaces	50 h
Jacopo Stoppa	Differential Geometry	50 h
Marcello Porta	Topics in Advanced Mathematical Physics	60 h
Andrea Tobia Ricolfi	Algebraic Geometry	60 h
P.M. Hajac (IMPAN, Warsaw)	C*-ALGEBRAS THAT ONE CAN SEE	20 h	October
Danilo Lewanski (UNITS)	CohFT and Integrable hierarchies	20 h	January-February
Marco Bertola	Introduction to stochastic matrices and orthogonal polynomials	30 h
Matteo Gallone	Introduction to Renormalisation Group for Fermionic Models	20 h	November-February
Miruna-Stefana Sorea	Singular points of complex algebraic plane curves	20 h	November-December
Ilia Bogaevsky	Singularities of smooth maps	40 h	January- March
Alberto Vezzani	Introduction to rigid analytic geometry-Adic spaces and applications	20 h
Alberto Vezzani, Universita' degli Studi di Milano	Introduction to rigid analytic geometry-Adic spaces and applications	20 h
Luca Rizzi	Functional Analysis - Part I	24 h	March-April

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