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Absolutely continuous spectrum of a polyharmonic operator with a limit periodic potential in dimension two
Academic Article
Overview
Identity
Additional Document Info
Overview
Abstract
We consider a polyharmonic operator H = (-δ)l + V(x) in dimension two with l ≥ 6, l being an integer, and a limit-periodic potential V(x). We prove that the spectrum contains a semiaxis of absolutely continuous spectrum.
Authors
Julia Karpeshina
Published In
Communications in Partial Differential Equations
Journal
Identity
Digital Object Identifier (doi)
10.1080/03605300802289220
Additional Document Info
Author List
Karpeshina Y; Lee YR
Start Page
1711
End Page
1728
Volume
33
Issue
9