Extensions of the Kac N-particle model to multi-linear interactions Irene M. Gamba Department of Mathematics and ICES The University of Texas at Austin.
Spectral-Lagrangian solvers for non-linear non-conservative Boltzmann Transport Equations Irene M. Gamba Department of Mathematics and ICES The University.
Evolution of statistical models of non-conservative particle interactions Irene M. Gamba Department of Mathematics and ICES The University of Texas at.
Problemas Analíticos para la Ecuación de Boltzmann Analytical issues from the Boltzmann Transport Equation Irene M. Gamba The University of Texas at Austin.
Probability evolution for complex multi-linear non-local interactions Irene M. Gamba Department of Mathematics and ICES The University of Texas at Austin.
TEMASEK LABORATORIES Multidisciplinary Design Optimization Group, UNSW@ADFA Surrogate Assisted Optimization Methods: Recent Developments and Challenges.
Particle Swarm Optimization A/Prof. Xiaodong Li School of Computer Science and IT, RMIT University Melbourne, Australia Email: [email protected].
Irene M. Gamba Department of Mathematics and ICES The University of Texas at Austin
Spectral-Lagrangian solvers for non-linear Boltzmann type equations: numerics and analysis Irene M. Gamba Department of Mathematics and ICES The University.
Analytical and numerical issues for non-conservative non-linear Boltzmann transport equation
Stephen Chen, York University Sarah Razzaqi, University of Queensland
Spectral-Lagrangian solvers for non-linear Boltzmann type equations: numerics and analysis