(1) Department of Mathematics, KIAS, Seoul, 130-722, Korea;(2) Department of Mathematical Sciences, Seoul National University, Seoul, Korea
Abstract:
We study uniform stability estimates to the Boltzmann equation for quantum particles such as Bose-Einstein particles and Fermi-Dirac particles. When the small amount of particles expands toward the vacuum, we show that continuous mild solutions are L1-stable and also satisfy BV-type estimates using a nonlinear functional approach.
PACS05.20 Dd