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1984 year Authors: Uspensky V.A., Kanovei V.N.N. Luzin, an outstanding mathematician and teacher.
Vestnik Akademii Nauk SSSR, 1984, 11, pp. 95--102. (Russian.)
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1984 year Authors: Kanovei V.Undecidable and decidable properties of constituents.
Math. USSR Sbornik, 1985, 52, 2, pp. 491--519. Go to publication |
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1984 year Authors: Kanovei V.The axiom of choice and the axiom of determinateness. Moscow, Nauka, 1984, 63 pp.
Monograph Go to publication |
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1983 year Authors: Kanovei V.Some problems of descriptive set theory and definability in the theory of types.
Studies in nonclassical logic and formal systems,
work collect.,
Moscow, 1983, pp. 21--81
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1983 year Authors: Kanovei V.The structure of constituents of CA sets.
Siberian Math. J., 1983, 24, 2, pp. 198--215.
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1983 year Authors: Kanovei V.Generalization of P.S.Novikov"s theorem on the crossections of Borel sets.
Math. Notes, 1983, 33, 2, pp. 144--146 Go to publication |
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1983 year Authors: Kanovei V.An answer on N. N. Luzin"s question about the separability of CA curves.
Math. Notes, 1983, 33, 3, pp. 223--224. Go to publication |
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1983 year Authors: Kanovei V., Uspensky V.A.Luzin"s problems on constituents and their fate.
Moscow Univ. Math. Bull.
1983, 38, 6, pp. 86--102 Go to publication |
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1982 year Authors: Kanovei V.On N.N. Luzin"s problems on the embeddability and decomposability of projective sets.
Math. Notes, 1982, 32, pp. 494--499. Go to publication |
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1982 year Authors: Kanovei V.Projective hierarchy of N.N. Luzin: the current state of the theory.
Appendix to the Russian translation of
Handbook of Mathematical Logic, part 2: Set Theory, Moscow, Nauka,1982,
pp. 273--364.
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1981 year Authors: Kanovei V.On uncountable sequences of sets given by the sieve operation,
Soviet Math. Dokl., 1981, 23, 2, pp. 352--356. Go to publication |
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1981 year Authors: Kanovei V., Ostrovsky A.V.On non-Borel F_II sets,
Soviet Math. Dokl., 1981, 24, 2, pp. 386--389. Go to publication |
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1981 year Authors: Kanovei V.Theory of Zermelo without the power set axiom and the theory of Zermelo -- Fraenkel without the power set axiom are relatively
consistent,
Math. Notes, 1981, 30, 3, pp. 695--702. Go to publication |
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1980 year Authors: Kanovei V.On some problems of descriptive set theory and the connection between constructibility and definability.
Soviet Math. Dokl., 1980, 22, 1, pp. 163 - 167. Go to publication |
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