Noncontinuous data boundary value problems for Schr╫dinger equation in Lipschitz domains

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  • taoxiangxing@nbu.edu.cn

Published date: 05 Dec 2006

Abstract

The noncontinuous data boundary value problems for Schrödinger equations in Lipschitz domains and its progress are pointed out in this paper. Particularly, the Lp boundary value problems with p > 1, and Hp boundary value problems with p < 1 have been studied. Some open problems about the Besov-Sobolev and Orlicz boundary value problems are given.

Cite this article

TAO Xiangxing . Noncontinuous data boundary value problems for Schr╫dinger equation in Lipschitz domains[J]. Frontiers of Mathematics in China, 2006 , 1(4) : 589 -603 . DOI: 10.1007/s11464-006-0030-x

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