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- Title
SOBOLEV ESTIMATES OF SOLUTIONS OF THE . . .-NEUMANN PROBLEM ON PARAMETERS.
- Authors
Cho, Sanghyun
- Abstract
Let *[This character cannot be converted to ASCII text] be a smoothly bounded pseudoconvex complex manifold with a family of almost complex structures *[This character cannot be converted to ASCII text], 0 ∈ I. Assume that there is a smooth function λ which is strictly plurisubharmonic with respect to the structure *[This character cannot be converted to ASCII text] in a neighborhood of bM. Then we prove the global regularity for *[This character cannot be converted to ASCII text]-Neumann problem in Sobolev spaces both in space and parameter variables.
- Subjects
SOBOLEV gradients; NEUMANN problem
- Publication
International Journal of Mathematics, 2002, Vol 13, Issue 10, p1027
- ISSN
0129-167X
- Publication type
Article
- DOI
10.1142/S0129167X02001587