When Fokker-Planck Meets Contact Geometry in Thermodynamics

Explore the intersection of Fokker-Planck equations and contact geometry in thermodynamics through this mathematical seminar lecture delivered by Professor Leonid Polterovich from Tel Aviv University. Delve into advanced mathematical concepts that bridge stochastic processes, differential geometry, and thermodynamic systems as part of the Geometric Spectral Theory and Applications program at the Isaac Newton Institute. Examine how contact geometric structures provide new insights into the behavior of Fokker-Planck equations within thermodynamic contexts, offering a sophisticated mathematical framework for understanding complex physical phenomena. Gain exposure to cutting-edge research that demonstrates the powerful connections between pure mathematics and physical applications, particularly in the realm of statistical mechanics and geometric analysis.