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Theory and practice of Finite Element Methods

This is a shared course between the SISSA PhD track
on Mathematical Analysis, Modeling, and Applications
( and the Master in High Performance Computing
( It is a course that follows two parallel lines:
theory of finite element methods (graduate students level, ~20 hours) and
practice of finite element methods (mhpc students levels, ~20 hours).

AJS - Analysis Junior Seminars 2021-2022

Date Speaker Seminar
October 8 Daniele Tiberio Geodesic distances on Banach manifolds
October 15 Martina Zizza Properties of mixing BV vector fields
October 22 Simone Carano The relaxed area with respect to the strict convergence in BV
October 29 Moaad Khamlich Model order reduction for bifurcating phenomena in fluid-structure interaction problems
November 05 Daniela Di Donato C^1 submanifolds and Lipschitz graphs in Carnot groups
November 12 Giulio Ortali Subgrid Closure for the Shell Model of Turbulence using Deep Learning
November 19 Emanuele Caputo Parallel transport on ncRCD(K,N) spaces
November 26 Francesco Nobili Progress on the independence on p of p weak gradients
December 3 Niccolò Tonicello High-order spectral element methods for the simulation of compressible turbulent flows
December 10 Moreno Pintore Progress on the independence on p of p weak gradients
December 17 Mattia Manucci Contour Integral Methods and Reduced Basis for parametric dynamical problems
January 14 Davide Manini Localization via disintegration and isoperimetric inequality in non-compact MCP spaces
January 21 Jose Raul Bravo Martinez KratosMultiphysics and Local ROM
January 28 Luigi De Masi Min-max theory for minimal surfaces
February 4 Dario Andrini Optimal design of planar shapes with active materials
February 11 Alessandro Scagliotti Deep Learning approximation of diffeomorphisms via linear-control systems
February 18 Maria Strazzullo Full Order Model and Reduced Order Model Consistency for Evolve-Filter-Relax Regularization
March 11 Meneghetti Laura Reduced Convolutional Neural Networks for image recognition and object detection
March 18 Carlo Gasparetto You can't always touch a minimal surface
April 22 Davide Torlo Arbitrary High-Order Positivity-Preserving Time Integration with Application on Shallow-Water equations
April 29 Nicolò De Ponti From a quantitative Feller property to functional and geometrical inequalities
May 6 Camillo Brena Weakly non-collapsed RCD spaces are non-collapsed


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