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About conormal and oblique derivative problems
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Gerhard Ströhmer
Published/Copyright:
December 4, 2009
Abstract
We prove some estimates and regularity results for oblique derivative problems on Reifenberg flat domains with not very smooth coefficients and vectorfields by transforming these problems into conormal ones.
Keywords: elliptic equations; rough coefficients
Published Online: 2009-12-04
Published in Print: 2009-11
© by Oldenbourg Wissenschaftsverlag, München, Germany
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- About the finiteness of the set of solutions of Plateau´s problem for polygonal boundary curves
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Articles in the same Issue
- About conormal and oblique derivative problems
- The Cosserat problem related to the curl and a complete characterization of all solenoidal vector fields vanishing at the boundary in case of space dimension n = 2
- About the finiteness of the set of solutions of Plateau´s problem for polygonal boundary curves
- Floating criteria in three dimensions
- A new result on the high indices theorem
- A singular example for the Willmore flow
