Banach空间中一类集值度量广义逆的连续选择
Banach공간중일류집치도량엄의역적련속선택
The Continuous Selection of a Class of Set-valued Metric Generalized Inverse in Banach Space
  • 万方数据
    数学的实践与认识 수학적실천여인식
    MATHEMATICS IN PRACTICE AND THEORY
    2009年 23期 227-230 ,共4页

    曲绍平%王超%王玉文

    곡소평%왕초%왕옥문

    Banach空间%有界线性算子%度量广义逆%连续单值选择 Banach空間%有界線性算子%度量廣義逆%連續單值選擇
    Banach공간%유계선성산자%도량엄의역%련속단치선택
    Banach space%bounded linear operator%metric generalized inverse%continuous single selection
    讨论Banach空间中余一维闭值域有界线性算子的集值度量广义逆问题,在一定的条件下,给出该集值度量广义逆的连续单值选择的具体表达式,部分解决了M.Z.Nashed与G.F.Votruba提出的研究问题.
    토론Banach공간중여일유폐치역유계선성산자적집치도량엄의역문제,재일정적조건하,급출해집치도량엄의역적련속단치선택적구체표체식,부분해결료M.Z.Nashed여G.F.Votruba제출적연구문제.
    we discuss the problem of the set-valued metric generalized inverse of bounded linear operator with 1-codimensioned closed range in Banach space. And we get the specific presentation of the continuous single selection of the metric generalized inverse under some conditions and partially solved the research problem raised by M. Z. Nashed and G. F. Votruba.
    원문보기 원문다운로드 사이트로이동
저자의 최근 논문