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Your search keyword '"V. Z. Feĭnberg"' showing total 4 results
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4 results on '"V. Z. Feĭnberg"'

1. Ten Papers Translated from the Russian

Author

M. B. Abalovich, D. S. Dzhumabaev, V. Z. Feĭnberg, V. Fleischer, S. S. Goncharov, B. N. Khabibullin, M. G. Kreĭn, N Yu Krupnik, B. Ya. Levin, L. V. Nosov, E. G. Nosova, A. A. Nudel′man, E. B. Rabinovich, G. I. Russu, V. Yu. Sazonov, D. I. Sviridenko, M. B. Abalovich, D. S. Dzhumabaev, V. Z. Feĭnberg, V. Fleischer, S. S. Goncharov, B. N. Khabibullin, M. G. Kreĭn, N Yu Krupnik, B. Ya. Levin, L. V. Nosov, E. G. Nosova, A. A. Nudel′man, E. B. Rabinovich, G. I. Russu, V. Yu. Sazonov, and D. I. Sviridenko

Subjects
Mathematics
Abstract

Topics include nonclassical logic, entire functions, operator algebras, and the theory of programming.

Published
2016

2. NORMAL DIVISORS OF A 2-TRANSITIVE GROUP OF AUTOMORPHISMS OF A LINEARLY ORDERED SET

Author

E B Rabinovič and V Z Feĭnberg

Subjects
Combinatorics, Transitive relation, Permutation, General Mathematics, Bounded function, k-frame, 2-transitive group, Automorphism, Total order, Cyclic permutation, Mathematics
Abstract

The main result of the paper is a description of the normal structure of the groups , where is a linearly ordered set satisfying one of the following equivalent conditions: I. is 2-transitive. II. is -transitive. III. does not have a greatest or a least element, and any two intervals , and , , are similar. IV. is a 0-primitive, transitive, nonregular permutation group.Main theorem. Suppose is 2-transitive. Then , and are the only nontrivial normal and subnormal subgroups of . Here is bounded below, is bounded above, , .Bibliography: 21 titles.

Published
1974
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