Journal of Pure and Applied Mathematics: Advances and ApplicationsAuthor's: Andreas Neubauer
Pages: [111] - [135]
Received Date: April 1, 2014
Submitted by:
In this paper, we show that the weak solution to the Neumann problem
for the differential operator 
in a domain whose boundary is a curvilinear
polygon, is not merely in 
but in 
where 
depends on the interior angles at the
corners. We apply this result to the reconstruction problem of
turbulent layers in adaptive optics.
solutions of elliptic problems in nonsmooth domains, adaptive optics, inverse problems.
