奥尔里奇函数空间的MBSP和CBSP
오이리기함수공간적MBSP화CBSP
Multiplicative Maps Preserving the Spectral Radius
  • 万方数据
    应用泛函分析学报 응용범함분석학보
    ACTA ANALYSIS FUNCTIONALIS APPLICATA
    2001年 3期 236-242 ,共7页

    刘宏宇%刘新波%王廷辅

    류굉우%류신파%왕정보

    连续Banach-Sake性质%依测度收敛的Banach-Saks性质%奥尔里奇函数空间%L1MBSP and CBSP of Orlicz Functional Spaces 連續Banach-Sake性質%依測度收斂的Banach-Saks性質%奧爾裏奇函數空間%L1MBSP and CBSP of Orlicz Functional Spaces
    련속Banach-Sake성질%의측도수렴적Banach-Saks성질%오이리기함수공간%L1MBSP and CBSP of Orlicz Functional Spaces
    continuous Banach-Saks property%Banach-Saks property for convergence in measure%Orlicz function spaces%L1
    给出了MBSP的概念,并且证明了EM具有MBSP的充要条件是M∈ 2.本文还证明了L1具有CBSP.
    급출료MBSP적개념,병차증명료EM구유MBSP적충요조건시M∈ 2.본문환증명료L1구유CBSP.
    In this paper, we introduce the concept of MBSP and prove that EM has MBSP if and only if M ∈ 2. We also prove that L1 has CBSP.
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