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《ACTA MATHEMATIEA SCIENTIA》 1997-02
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On Boundedness of a Class of Singular Integral Operator in Banach-Valued Hardy Space

Wei Dan (Wuhan Universtiy, Wuhan 430072) (Wuhan Institute of physics and mathematics, The Chiniese Academy of Sciences)  
This paper gives the boundedness of a class of singular integral operator in Banach-valued Hardy space H(Rn).
【CateGory Index】: O177
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1 ZHAO Kai1,ZHOU Shu-juan1,MA Li-min2(1.School of Math.Sciences, Qingdao University, Qingdao 266071,China)(2.College of Science,Qingdao Agricultural University,Qingdao 266109,China);BOUNDEDNESS OF THETA(t)-TYPE SINGULAR INTEGRAL OPERATORS ON WEIGHTED BANACH SPACES[J];Journal of Mathematics;2007-06
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1 Zhang Feng 1) Wei Jian Gang 2) (1)The Busic Science Department,Jiang Han Oil College,Jing Zhou,HubeiProvince 434102;2)The Secondary staff School of Wu Yang Tron and Steel Company,462500);ELEMENTARY PROPERTIES OF CONTINUOUS CONVEX FUNCTIONS[J];JOURNAL OF GUANGXI TEACHERS COLLEGE;1998-04
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1 Peng Lizhong Department of Mathematics;Weighted Norm Inequalities for Vector-Valued Singular Integrals[J];Acta Scicentiarum Naturalum Universitis Pekinesis;1984-01
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1 ZHANG Rong-xin1 LIU Wen-hai2,3 ZHAO kai1(1. College of Mathematics, Qingdao University,Shandong 266071,China;2. Institute of Math. And Computer, Fuzhou University,Fuzhou 350002,China;3.Fujian International Business and Economic college);The Decomposition of Vector Valued Weighted Herz Type Hardy Spaces[J];Journal of Fujian Institute of Education;2007-10
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