We establish optimal uniform estimates in the maximum norm, for solutions of Poisson's equation, with right hand side in Lebesgue spaces, under mixed Dirichletoblique derivative boundary conditions, where the oblique vector is required to remain uniformly transverse, and the estimates depend only on
ON THRUST ESTIMATES FOR FLAPPING FOILS
β Scribed by K. STREITLIEN; G.S. TRIANTAFYLLOU
- Publisher
- Elsevier Science
- Year
- 1998
- Tongue
- English
- Weight
- 286 KB
- Volume
- 12
- Category
- Article
- ISSN
- 0889-9746
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π SIMILAR VOLUMES
## Abstract The aim of this note is to show how all the commutator estimates of two recent papers, by M. Cwikel, N. Kalton, M. Milman, and R. Rochberg and by N. Krugljak and M. Milman, can be considered as special cases of the method of couples of interpolators introduced by M. J. Carro, J. CerdΓ a
Uniform estimates for the &equation on strictly pseudoconvex smooth domains in Cn were obtained in 1969/70 by G R A U E R T ~E B [2], HENKIN Ell], KERZW [5], [0], ~E B 171, and OVRELID [8]. RANGE and Sm generalized these results to p i e c e h e smooth strictly paeudoconvex domains. HENKIN proved un