Recent advances in multiscale modeling and numerics for hyperbolic and kinetic equations
Goal of the present one-day meeting is to present some state of the art results on modelling and numerical methods for hyperbolic and kinetic problems with particular focus on the challenges represented by the presence of multiple scales.
During this special day, we will honor the 60th birthday of Professor Giovanni Russo (University of Catania, Italy).
Rémi Abgrall
University of Zürich, Switzerland
Some remarks on conservation and entropy stability for systems of conservation laws
Pierre Degond
Imperial College, UK
Coarse-graining of collective dynamics models
Maurizio Falcone
University of Roma La Sapienza, Italy
Adaptive filtered schemes for first order Hamilton-Jacobi equations
Philippe LeFloch
Sorbonne University, France
Spherically symmetric fluid flows around a black hole
Siddhartha Mishra
ETH Zurich, Switzerland
What are we computing with numerical methods for hyperbolic systems of conservation laws
Giovanni Russo
University of Catania, Italy
Eric Sonnendrücker
Max Planck Institute, Germany
Geometric particle in cell methods for Vlasov-Maxwell
Giuseppe Toscani
University of Pavia, Italy
Human behavior and lognormal distribution
