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Bernt Wennberg's research predominantly focuses on interacting particle systems, particularly within the context of mathematical questions arising from systems of gases and large flocks of animals. He is engaged in collaborative research involving biologists and medical scientists from the University of Gothenburg and mathematicians mainly from France and the USA. His work encompasses various topics, including the theoretical and numerical aspects of the Dimensional Lorentz Gas in the Kinetic Limit, the study of chaotic distributions of relativistic particles, and the development of new approaches to quantitative propagation chaos. He has contributed significantly to understanding kinetic models of biological swarms and has published extensively on topics such as the Boltzmann equation and its applications in statistical physics. His multidisciplinary research integrates mathematical constructs with biological phenomena, aiming to derive meaningful insights into complex biological systems through rigorous mathematical modeling.
Administered by the Department of Political Science; focus on International Administration and Global Governance (IAGG).