[GS_M_APP] Regular Lenard-Balescu equations in a Periodic Box
ABSTRACT
The Lenard-Balescu equation is a kinetic model that accounts for both binary collisions and collective mean-field effects. Extending previous work on the spatially homogeneous case, this talk presents the existence of global smooth solutions to the regularized Lenard-Balescu equation in an inhomogeneous setting within a periodic box.
