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Vector-Valued Dirichlet-Type Functions on the Unit Ball of C~n
作者姓名:LI Ying-kui  LIU Pei-de~School of Mathematics and Statistics  Wuhan University  Wuhan  Hubei  China
作者单位:LI Ying-kui,LIU Pei-de~School of Mathematics and Statistics,Wuhan University,Wuhan 430072,Hubei,China
基金项目:SupportedbytheNationalNaturalScienceFoun dationofChina(10371093)
摘    要:0Introduction LetBbetheopenunitballinCn(n≥1)withboundary B,νisthenormalizedLebesguemeasureonBwithν(B)=1andσisthepositivenormalizedrotationinvariantmeasureon Bwithσ(B)=1.IfXisaBanachspace,weconsidertheX valuedfunctionf:B→X,fissaidtobeholomorphicif f(


Vector-Valued Dirichlet-Type Functions on the Unit Ball of Cn
Abstract:
Keywords:Dirichlet-type space  Rademacher p-type space  Multipliers
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