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The monotone limit convergence theorem for elementary functions with values in a vector lattice

  1. TitleThe monotone limit convergence theorem for elementary functions with values in a vector lattice
    Par.titleVeta o monotónnej konvergenci pre elementárne funkcie s hodnotami vo vektorovom zväze
    Author infoPeter Maličký
    Author Maličký Peter 1956- (100%)
    Source documentCommentationes Mathematicae Universitatis Carolinae. Roč. 27, č. 1 (1986), s. 53-67. - Praha : Charles University in Prague, Faculty of Mathematics and Physics, 1986
    Keywords regulárny priestor s mierou   vektorový zväz   elementárne funkcie   vector lattice   inner regular measure space   elementary functions  
    LanguageEnglish
    Country-CS
    systematics 51
    AnnotationV článku je nájdená nevyhnutná a postačujúca podmienka pre vetu o monotónnej konvergencii pre elementárne funkcie s hodnotami vo vektorovom zväze. A necessary and sufficient condition for the monotone limit convergence theorem for elementary functions with values in a vector lattice is found
    Public work category ADF
    No. of Archival Copy29467
    Repercussion categoryBOCCUTO, Antonio. Differential and integral calculus in riesz spaces. In Tatra Mountains mathematical publications. ISSN 1210-3195, 1998, vol. 14, pp. 293-323.
    RIEČAN, Beloslav - NEUBRUNN, Tibor. Integral, measure, and ordering. Dordrecht ; Bratislava : Kluwer Academic Publishers ; Ister Science, 1997. 378 s. ISBN 0-7923-4566-5.
    BOCCUTO, A. - RIEČAN, B. - VRÁBELOVÁ, M. Kurzweil - Henstock integral in Riesz spaces. Bentham : Bentham science publishers, 2009. 226 p. ISBN 978-160805405-3.
    Catal.org.BB301 - Univerzitná knižnica Univerzity Mateja Bela v Banskej Bystrici
    Databasexpca - PUBLIKAČNÁ ČINNOSŤ
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