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Article

Title: The Mal'tsev operation on countably compact spaces (English)
Author: Uspenskij, Vladimir Vladimirovich
Language: English
Journal: Commentationes Mathematicae Universitatis Carolinae
ISSN: 0010-2628 (print)
ISSN: 1213-7243 (online)
Volume: 30
Issue: 2
Year: 1989
Pages: 395-402
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Category: math
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MSC: 22A30
MSC: 54D30
idZBL: Zbl 0695.54020
idMR: MR1014140
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Date available: 2008-06-05T21:39:10Z
Last updated: 2012-04-28
Stable URL: http://hdl.handle.net/10338.dmlcz/106758
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Reference: [E] Engelking R.: General topology.Warszawa: PWN, 1977. Zbl 0373.54002, MR 0500780
Reference: [EP] Engelking R., Pelczyński A.: Remarks on dyadic spaces.Coll. math. 11 (1963), 55-63. MR 0161296
Reference: [G] Glicksberg I.: Stone-Čech compactifications of products.Trans. Amer. Math. Soc. 90 (1959), 369-382. Zbl 0089.38702, MR 0105667
Reference: [H] Haydon R.: On a problem of Pelczyński: Milutin spaces, Dugundji spaces and $AE(0-dim)$.Studia math. 52 (1974), 23-31. Zbl 0294.46016, MR 0418025
Reference: [K] Kunen K.: Combinatorics.Handbook of mathematical logic. Edited by J. Barwise, Amsterdam et al, North-Holland, 1977. MR 0457132
Reference: [M] Maльцев A. И.: K oбщей тeopии aлгебраических cистем.Maтем. cб. 35 (1954), 3-20. MR 0065533
Reference: [N] Nagami K.: $\Sigma $-spaces.Fund. math. 65 (1969), 169-192. Zbl 0181.50701, MR 0257963
Reference: [P] Pelczyński A.: Linear extensions, linear averagings and their applications.Diss. math, Warszawa: PWN 58 (1968). MR 0227751
Reference: [T1] Tkaчeнко M. Г.: О свойстве Cycлинa в cвободных топологических группах над бикомпактами.Матем. заметки 34 (1983), 601-607. MR 0722229
Reference: [T2] Tkačenko M. G.: The notion of $o$-tightness and $C$-embedded subspaces of products.Topol. Appl. 15 (1983), 93-98. MR 0676970
Reference: [U1] Успенский B. B.: Toпологическая группa, nopoжденная линделефовым $\Sigma$-npocтpaнствom, o6лaдaeт cвойствom Cycлинa.ДAH CCCP 265 (1982), 823-826.
Reference: [U2] Успенский B. B.: O непрерывных o6paзax линделефовых тoпологических rpynn.ДAH CCCP 285 (1985), 824-827. MR 0821360
Reference: [U3] Uspenskii V. V.: Why compact groups are dyadic.Proc. Sixth Prague Topological Symp. 1986, Heldermann Verlag, Berlin 1988, pp. 601-610. MR 0952642
Reference: [U4] Успенский B. B.: Toпологические группы и компакты Дугунджи.submitted. Zbl 1171.90405
Reference: [Š] Щепин Е. В.: Топология предельных пространств несчетных обратных спектов.Успехи матем. наук 31 (1976), 191-226. Zbl 1170.01332, MR 0464137
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