Harmonic analysis: proceedings of the special program at the Nankai Institute of Mathematics, Tianjin, PR China, March-July, 1988
Min-te Chʻeng, Dong-Gao Deng, Xingwei Zhou, Hsing-wei Chou, Nan kai da xue (Tianjin, China). Shu xue yan jiu suo, Nan kʻai ta hsüeh (Tientsin, China). Shu hsüeh yen chiu so
Springer-Verlag, 1991 - Mathematics - 226 pages
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Nankai Lecture in dNeumann Problem
Applications of Hdrmander Multiplier Theorem to Approximation in Real
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Harmonic Analysis: Proceedings of the special program at the Nankai ...
Min-Teh Cheng,Xing-Wei Zhou,Dong-Gao Deng
No preview available - 1991
algebra analytic Banach space Besov spaces bounded linear operator bounded operator boundedness Cantor function Coifman compact support condition critical point defined Definition denote dense differential operators domain E.M. Stein easy equivalent exists a constant Fefferman finite following theorem Fourier multiplier Hardy spaces harmonic analysis harmonic function Heisenberg group Hence Hilbert transform Hl(M holds homogeneous type Hp spaces hypoellipticity implies interpolation kernel linear operator Mathematics maximal function maximal operator measure obtain open bounded open set operator of Poisson oscillatory integral Paley-Wiener type paper Poisson type polynomial Princeton proof of lemma proof of Theorem properties pseudo-differential operator quadratic estimate Remark result satisfies Schrodinger operators Similarly singular integral operators smooth spaces of Paley-Wiener spectral supp Suppose Theorem 2.1 theory type of order uniformly unit ball Univ vector fields weak type Weighted Norm Inequalities Whitney decomposition zeros