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Courses of the Academic Year 2021-2022

Lecturer Title Duration Period
Antonio De Simone Topics on the mathematical modeling of physical and biological systems 48 h December-March
Massimiliano Berti Bifurcation theory and perturbation of linear operators 50 h January -
Andrei Agrachev Volterra series, shuffles and permutations 60 h January - April
Livia Corsi A diagrammatic approach to perturbation theory 20 h January-February
Tamara Grava Riemann surfaces and integrable systems 40 h February-April
Don Zagier Standard and less standard asymptotic methods 20 h 15 February to 23 March 2022
Stefano Bianchini Introduction to Ergodic theory March-May
Giovanni Bellettini Some aspects of mean curvature flow 20 h March-June
Carlo Scarpa Moment maps in differential geometry 20 h March-May
Alessandro Tanzini Introduction to Topological Field Theories 40 h March-April
Jacopo Stoppa Log Calabi-Yau geometry 40 h March-June
Andrea Cangiani Numerical Solution of PDEs 48 h March-April
Gregorio Falqui Integrable systems and wave motion 50 h March-May
Davide Guzzetti Advanced Mathematical Physics B 50 h March-June
Alberto Maspero Functional analysis 50 h March–June
Marcello Porta Advanced Mathematical Physics A 60 h March-June
Andrea Braides Topics in the Calculus of Variations 60 h November-September
Alexander Bufetov Point processes and random measures 20 h April-May
Luca Rizzi Introduction to sub-Riemannian geometry 36 h March - May
Gianluigi Rozza Computational Mechanics by Reduced Order Methods 20 h April

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