Uniqueness at infinity in time for the Maxwell - Schrödinger system with arbitrarily large asymptotic data

  • J . Ginibre
  • Published 2007

Abstract

We prove the uniqueness of solutions of the Maxwell-Schrödinger system with given asymptotic behaviour at infinity in time. The assumptions include suitable restrictions on the growth of solutions for large time and on the accuracy of their asymptotics, but no restriction on their size. The result applies to the solutions with prescribed asymptotics constructed in a previous paper. MS Classification : Primary 35P25. Secondary 35B40, 35Q40.

Cite this paper

@inproceedings{Ginibre2007UniquenessAI, title={Uniqueness at infinity in time for the Maxwell - Schr{\"{o}dinger system with arbitrarily large asymptotic data}, author={J . Ginibre}, year={2007} }