On a Boltzmann equation for Haldane statistics
Artikel i övriga tidskrifter, 2017
The paper is a study of quantum quasi-particles obeying Haldane statistics in a fully non-linear kinetic Boltzmann equation model with large initial data on a torus. Strong L1
solutions are obtained for the Cauchy problem. The main results concern existence, uniqueness, and stability. Depending on the space dimension and the collision kernel, the results obtained are local or global in time.
low temperature kinetic theory
quantum Boltzmann equation