A Note on the Time Decay of Solutions for the Linearized Wigner-poisson System

Abstract

We consider the one-dimensional Wigner-Poisson system of plasma physics, linearized around a (spatially homogeneous) Lorentzian distribution and prove that the solution of the corresponding linearized problem decays to zero in time. We also give an explicit algebraic decay rate.

Cite this paper

@inproceedings{Gamba2008ANO, title={A Note on the Time Decay of Solutions for the Linearized Wigner-poisson System}, author={Irene M. Gamba}, year={2008} }