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Your search keyword '"Kozlov, K.L."' showing total 23 results
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23 results on '"Kozlov, K.L."'

6. Base normal inductive dimension I of cubes

Author

Karassev, A. and Kozlov, K.L.

Subjects
Cytokinins, Mathematics
Abstract

It is shown that {1, [infinity]} is the set of possible base normal inductive dimensions I of the segment I = [0,1], and {n, n+1, ..., [infinity]} is the set of possible base normal inductive dimensions I of the n-dimensional cubes [I.sup.n] for n [greater than or equal to] 2., UDC 515.127 1. Introduction and Preliminaries One of the reasons to study dimension-like invariants is their use to evaluate the classical dimensions. In [11], it was shown how the base [...]

Published
2017
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8. Yurii Mikhailovich Smirnov

Author

Bukhshtaber, V.M., primary, Fedorchuk, V.V., additional, Iliadis, S.D., additional, Kozlov, K.L., additional, Maltsev, A.A., additional, Mishchenko, A.S., additional, Morozova, E.A., additional, Novikov, S.P., additional, Ponomarev, V.I., additional, and Zarelua, A.V., additional

Published
2022
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15. Aleksandr Aleksandrovich Ivanov. To the eightieth birthday of A. A. Ivanov

Author

Buyalo, S.V., Zalgaller, V.A., Ibragimov, I.A., Shanin, N.A., Ivanov, O.A., Leonov, G.A., Nezhinskii, V.M., Netsvetaev, N.Yu., Smirnov, Yu.I., Arkhangel'skii, A.V., Mal'tsev, A.A., Mishchenko, A.S., Pasynkov, B.A., Ponomarev, V.I., Sklyarenko, E.G., Fedorchuk, V.V., Bogatyi, S.A., Kozlov, K.L., Kombarev, A.P., Sadovnichii, Yu.V., Sipacheva, O.V., and Yakivchik, A.N.

Subjects
Mathematicians -- Research, Mathematicians -- Appreciation, Mathematics -- Research, Mathematics
Abstract

To the eightieth anniversary of professor A. A. Ivanov, a leading researcher in POMI, doctor in physics and mathematics, who works in LOMI since 1950. Aleksandr Aleksandrovich Ivanov was born [...]

Published
2004

19. Preface

Author

Iliadis, S.D., primary, Kozlov, K.L., additional, and van Mill, J., additional

Published
2015
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21. Yurii Mikhailovich Smirnov

Author

Bukhshtaber, V.M., primary, Fedorchuk, V.V., additional, Iliadis, S.D., additional, Kozlov, K.L., additional, Maltsev, A.A., additional, Mishchenko, A.S., additional, Morozova, E.A., additional, Novikov, S.P., additional, Ponomarev, V.I., additional, and Zarelua, A.V., additional

Published
2013
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22. On G-compactifications

Author

Kozlov, K.L., Chatyrko, V.A., Kozlov, K.L., and Chatyrko, V.A.

Abstract

The semilattice of G-compactifications of a G-Tikhonov space X is studied. The question of what sets containing X and contained in the maximal G-compactification ß G X must be contained also in all other G-compactifications of X is considered. Conditions for ß G X to be the completion of the G-space X with respect to a natural uniformity (proximity) on X are obtained. Sufficient conditions for the existence of a smallest (minimal, unique) G-compactification of X are given. © 2005 Springer Science+Business Media, Inc.

Published
2005
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23. Yurii Mikhailovich Smirnov.

Author

Bukhshtaber, V.M., Fedorchuk, V.V., Iliadis, S.D., Kozlov, K.L., Maltsev, A.A., Mishchenko, A.S., Morozova, E.A., Novikov, S.P., Ponomarev, V.I., and Zarelua, A.V.

Published
2023
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