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Evolution of statistical models of non-conservative particle interactions

Evolution of statistical models of non-conservative particle interactions

Evolution of statistical models of non-conservative particle interactions. Irene M. Gamba Department of Mathematics and ICES The University of Texas at Austin. Kinetics and Statistical Methods for Complex Particle Systems Lisbon, July 2009. Collaborators: A. Bobylev, Karlstad University.

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1.04k views • 89 slides
Evolution of statistical models of non-conservative particle interactions

Evolution of statistical models of non-conservative particle interactions

Evolution of statistical models of non-conservative particle interactions. Irene M. Gamba Department of Mathematics and ICES The University of Texas at Austin. Kinetics and Statistical Methods for Complex Particle Systems Lisbon, July 2009. Collaborators: A. Bobylev, Karlstad University.

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900 views • 89 slides
Non-Conservative Boltzmann equations Maxwell type models

Non-Conservative Boltzmann equations Maxwell type models

Non-Conservative Boltzmann equations Maxwell type models. Irene Martinez Gamba Department of Mathematics and ICES The University of Texas at Austin. Buenos Aires, Diciembre 06. In collaboration with: A. Bobylev, Karlstad Univesity, Sweden C. Cercignani, Politecnico di Milano, Italy.

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863 views • 70 slides
Extensions of the Kac N-particle model to multi-particle interactions

Extensions of the Kac N-particle model to multi-particle interactions

Extensions of the Kac N-particle model to multi-particle interactions. Irene M. Gamba Department of Mathematics and ICES The University of Texas at Austin. IPAM KTW4, May 2009. Motivation: Connection between the kinetic Boltzmann eq.s and Kac probabilistic

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534 views • 37 slides

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