Mathematical Analysis, Modelling, and Applications

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Courses of the Academic Year 2023-2024
Lecturer	Title	Duration	Period
Emanuel Carneiro	Introduction to analytic number theory (Topics in Ad. Analysis 1)	50 h	October - January
Andrea Braides	Concentration problems for nonlocal energies	20 h	April - June
Andrea Cangiani	Advanced FEM techniques	20 h	May - June
Beatrice Langella	An introduction to Nekhoroshev theory	20 h	January - March
Antonio De Simone	Mechanics of biological systems	40 h	March - July
Andrea Cangiani	Numerical solution of PDEs	40 h	March - May
Andrea Braides	Limit analysis of variational problems	60 h	October - March
Nicola Gigli	Functional analysis	60 h	February - May
Gianni Dal Maso	Calculus of variations	60 h	November - March
Stefano Bianchini	Problems of Moving Sets	60 h	January - March
Elia Bruè	Instability and non-uniqueness in fluid dynamics	20 h	January
Pasquale Claudio Africa	Advanced programming	48 h	September - January
Luca Rizzi	Advanced Geometry 2	50 h	October - January
Guido De Philippis	Minimal surfaces and the Bernstein problem	20 h	November - December
Massimiliano Berti	Linear and nonlinear bifurcation problems (Topics in Ad. Analysis 2)	50 h	October - December
Daniele Semola	Introduction to Optimal Transport	20 h	November - December
Giovanni Noselli	Topics in continuum mechanics	60 h	October - February
Pasquale Claudio Africa	Numerical Solution of PDEs Using the Finite Element Method	24 h	March 2024
Alberto Maspero	Water waves	40 h	December - February
Andrea Cangiani	Introduction to numerical analysis and scientific computing with python	30 h	11-15 December

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