Curriculum Vitae

Name

TOSCANI, Giuseppe

Present position

Full Professor of Mathematical Physics
University of Pavia

Curriculum Vitae


A recent complete Curriculum vitae can be downloaded here
Download-CV kinetic dissipative systems held in Lipari. He has been Editor of a volume of the Series Lecture Notes in Mathematics, devoted to the main lectures of the first Conference, and of the Proceedings of the second Conference. The Proceedings were edited as a Special Issue of the international Journal Transport Theory and Statistical Physics. The lectures of the Workshop of Lipari have been recently published by the Nova Science.

Short Curriculum Vitae

Author of about 250 papers, written both individually, or jointly with national and international experts, of two monographs on the mathematical aspects of Boltzmann equation and of Enskog equation in kinetic theory of rarefied gases. Among these publications, at the moment about 200 are quoted in the MathSciNet site, archive where the publications of the main mathematical journals are shortly refereed by independent experts. In the last twenty years he collaborated, among others, with the French mathematicians Pierre-Louis Lions, winner of a Fields medal in 1998, and Cedric Villani, recent winner of a Fields medal in 2010, and he entertained a constant and intense research activity with the Austrian mathematician Peter Markowich, winner in 2001 of the Wittgenstein prize, one of the most prestigious scientific awards of Austria. In august 2010 he has been appointed with a Rothschild Visiting Professorship at the Isaac Newton Institute for Mathematical Sciences of the University of Cambridge. Starting from 2010, he is member of the Accademia Nazionale dei Lincei, the most prestigious Italian academy, that goes back to Galileo. During the five-years period 1997-2001 he coordinated one of the two Italian teams of the European TMR project Asymptotic Methods in Kinetic Theory. During the period 2003-2008 he was member of the Scientific Council of the National Group of Mathematical Physics of INDAM (Istituto Nazionale di Alta Matematica).

The findings have been presented in many national and international Conferences, and in various lectures on both Italian and foreign institutions. In 1988, 1994, 1999, 2004 and 2008 he was the organizer of five international Conferences in Italy: the III International Workshop on Mathematical Aspects of Fluid and Plasma Dynamics held in Salice Terme, the II InternationalWorkshop on Nonlinear Kinetic Theory and Mathematical Aspects of Hyperbolic Systems held in Sanremo, the Joint TMR Conference on Hyperbolic and Kinetic Problems held in S. Margherita Ligure, the workshop on Modelling and numerics of kinetic dissipative systems held in Lipari, and, last, of the workshop on Kinetic Modelling for Social Economic & Related Problems, held in Vigevano. He has been Editor of a volume of the Series Lecture Notes in Mathematics, devoted to the main lectures of the first Conference, and of the Proceedings of the second Conference. The Proceedings were edited as a Special Issue of the international Journal Transport Theory and Statistical Physics. The lectures of the Workshop of Lipari have been recently published by the Nova Science, while the main content of the workshop in Vigevano have been collected in a book edited by Birkhauser. On mathematical aspects of socio-economic systems has recently published, coauthored with L. Pareschi, the book "Interacting Multiagent Systems, Kinetic equations & Monte Carlo Methods".

Research Field

 The main scientific interests of the last years are concerned with

- theoretical and numerical problems connected to the kinetic theory of rarefied gases,

- kinetic theory of dissipative systems with application to granular gases,

- asymptotic problems linked to the passage from kinetic to macroscopic models through both hyperbolic and parabolic scaling,

- asymptotic problems related to the grazing collision limit, and the passage to Fokker-Planck equations,

- asymptotic behaviour of nonlinear diffusion equations by entropy methods.

-  kinetic models for socio-economic multi-agents systems.