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ATOMIC DECOMPOSITION FOR WEIGHTED H^p SPACES ON PRODUCT DOMAINS 被引量:2
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作者 朱学贤 《Science China Mathematics》 SCIE 1992年第2期158-168,共11页
By using the weighted versions of Journe's covering lemma and its extension to highetdimensions, this paper contributes an atomic decomposition theorem for the weighted H^p(0<p≤1)spaces on product domains, get... By using the weighted versions of Journe's covering lemma and its extension to highetdimensions, this paper contributes an atomic decomposition theorem for the weighted H^p(0<p≤1)spaces on product domains, gets a vector value for the index of the moment conditions whichextends the corresponding result in the case with one--parameter to the case with arbitrarynumber of parameters and solves the problem proposed by S. Y. A. Chang &R. Fefferman. 展开更多
关键词 Muckenhoupt class on product spaces H_W^P(R^(n_1)×…×R^(n^m)) spaces n-rectangle atom (q n)-atom.
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