The oblique derivative problem ; the Poincaré-problem
著者
書誌事項
The oblique derivative problem ; the Poincaré-problem
（Mathematical topics, v. 17）
Wiley-VCH, c2000
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内容説明・目次
内容説明
The oblique derivative problem is one of the classical problems, not only in the theory of partial differential equations, but also in mathematical physics. The author describes all main results in this field with full proofs based on modern techniques.
目次
- Preparatory material
- statement of the problem and main results
- the Poincar problem: degeneracy on a manifold
- sharp regularity estimates for the solution of the oblique derivative problem
- lemmas on ordinary differential operators with parameters
- some unsolved problems.
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