|Topic:||Exponential convergence to the Maxwell distribution of solutions of spatially inhomogenous Boltzmann equations|
|Affiliation:||California Institute of Technology|
|Date:||Monday, April 25|
|Time/Room:||4:00pm - 5:00pm/S-101|
In this talk I will present a recent proof of a conjecture of C. Villani, namely the exponential convergence of solutions of spatially inhomogenous Boltzmann equations, with hard sphere potentials, to some equilibriums, called Maxwellians.