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Characterizations of finite groups by the set of orders of their elements.
V. D. Mazurov,
2nd Asian Math. Conf., Abst., Nakhon Ratchasima (1995), 75.
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The Kourovka Notebook. Unsolved problems in group theory. 13th augm. ed.
V. D. Mazurov (ed.), E. I. Khukhro (ed.),
Sobolev Inst. Mat., Novosibirsk (1995), 120 p.
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On Sylow intersections in finite groups.
V. D. Mazurov, V. I. Zenkov,
All-Ukrainian Sci. Conf. "Development and introduction of mathematical methods in scientific and technical research", Abst., pt. I, Lvov (1995), 61.
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Finite solvable groups admitting involutory automorphisms with central fixed points.
V. D. Mazurov, T. L. Nedorezov,
All-Ukrainian Sci. Conf. "Development and introduction of mathematical methods in scientific and technical research", Abst., pt. I, Lvov (1995), 60.
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Characterizations of finite groups by the set of orders of their elements.
V. D. Mazurov,
All-Ukrainian Sci. Conf. "Development and introduction of mathematical methods in scientific and technical research", Abst., pt. I, Lvov (1995), 60.
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Solvability of finite groups that have an automorphism of order 2 with central fixed points. (Russian)
V. D. Mazurov, T. L. Nedorezov,
Proc. Internat. Conf. "Problems in algebra and cybernetics", pt. I, Gomel (1995), 93-94.
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Linear optimization problem and permutation representations of simple groups. (Russian)
S. V. Zharov, V. D. Mazurov,
Conf. "Mathematical Programming and Applications", Abst., Ekaterinburg (1995), 96-97.
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On the conjecture of C. E. Praeger and W. Shi on the set of orders of elements of a finite group.
V. D. Mazurov,
Alg. and Anal.: Abst. Internat. Sci. Conf. in memory of N. G. Chebotaryov, pt. 1, Kazan Univ., Kazan (1995), 137.
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Finite groups isomorphic to subgroups of the outer automorphism group of a free group.
V. D. Mazurov,
VII. Ulusal Matematik Semposyumu, Abstr., Ankara (1994), 41-46.
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On the set of orders of elements of a finite group.
V. D. Mazurov,
Internat. Congress of Mathematicians, Short Commun., Zürich (1994), 17.
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Minimal permutation representations of finite simple orthogonal groups
A. V. Vasil'ev, V. D. Mazurov,
Algebra and Logic, 33, N6 (1994), 337–350.
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On the set of orders of elements of a finite group.
V. D. Mazurov,
Algebra and Logic, 33, N1 (1994), 49-55.
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On the set of orders of elements of a finite group.
V. D. Mazurov,
Internat. Conf. "Alg. and Combin.: Interactions and Appl.", Königstein, Abstr., Dresden (1994), 12.
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Abstracts of reports on group theory. (Russian, English)
V. D. Mazurov (ed.), D. G. Khramtsov (ed.),
Internat. alg. conf. in honor of A. I. Shirshov, Barnaul, Inst. Mat. SO AN SSSR, Novosibirsk (1991), 174 p.
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Solved problems in the Kourovka Notebook.
V. D. Mazurov,
Russian Math. Surveys, 46, N5 (1991), 137-182.
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Cubic graphs and finite groups of outer automorphisms of free groups
V. D. Mazurov,
Internat. conf. "Algebraic Combinatorics '91", Vladimir (1991), 14-15.
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Finite groups of outer automorphisms of free groups.
V. D. Mazurov,
Sib. Math. J., 32, N5 (1991), 796-811.
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Finite groups of outer automorphisms of free groups. (Russian)
V. D. Mazurov,
Internat. alg. conf. dedicated to the memory of A. I. Shirshov, Barnaul, Abstr. of reports on group theory, Novosibirsk (1991), 62.
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The Kourovka Notebook. Unsolved problems in group theory. 11th ed. (Russian)
V. D. Mazurov (ed.),
Inst. Mat. SO AN SSSR, Novosibirsk (1990), 126 p.
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On a (2,3)-amalgam of finite groups. (Russian)
V. D. Mazurov,
6th All-Union school on the theory of varieties of alg. systems, Magnitogorsk (1990), 20-21.
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Finite groups of outer automorphisms of free group.
V. D. Mazurov,
Asian Math. Conf., Abstr., World Scientific, Singapore (1990), 23.
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2-transitive permutation groups.
V. D. Mazurov,
Sib. Math. J., 31, N4 (1990), 615-617.
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Abstracts of reports on group theory. (Russian, English)
V. D. Mazurov (ed.), D. G. Khramtsov (ed.), V. A. Churkin (ed.),
Internat. alg. conf. in honor of A. I. Mal'tsev, Inst. Mat. SO AN SSSR, Novosibirsk (1989), 195 p.
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On automorphism groups of regular cubic graphs. (Russian)
V. D. Mazurov,
11th All-Union Symp. group theory, Sverdlovsk (1989), 77.
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Groups of automorphisms of finite regular cubic graphs.
V. D. Mazurov, D. G. Khramtsov,
Sib. Math. J., 30, N6 (1989), 925–935.
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On 2-transitive permutation groups. (Russian)
V. D. Mazurov,
11th All-Union Symp. group theory, Sverdlovsk (1989), 76.
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Minimal permutation representations of the finite classical groups. (Russian)
V. D. Mazurov,
11th All-Union Symp. group theory, Sverdlovsk (1989), 75-76.
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The minimal permutation representation of the Thompson group. (Russian)
V. D. Mazurov, N. P. Mazurova,
Vopr. Algebry, Iss. 4, "Universitetskoe", Minsk (1989), 115-123.
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Suzuki 2-group. (Russian)
V. D. Mazurov,
Encyclopedia of Math., Moscow, 5 (1984), 268-269.
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Suzuki group. (Russian)
V. D. Mazurov,
Encyclopedia of Math., Moscow, 5 (1984), 268.
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Sporadic simple group. (Russian)
V. D. Mazurov,
Encyclopedia of Math., Moscow, 5 (1984), 148-149.
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Sylow theorems. (Russian)
V. D. Mazurov,
Encyclopedia of Math., Moscow, 4 (1984), 1129-1130.
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Sylow subgroup. (Russian)
V. D. Mazurov,
Encyclopedia of Math., Moscow, 4 (1984), 1129.
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Simple finite group. (Russian)
V. D. Mazurov,
Encyclopedia of Math., Moscow, 4 (1984), 700-701.
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Pronormal subgroup. (Russian)
V. D. Mazurov,
Encyclopedia of Math., Moscow, 4 (1984), 697-698.
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The Kourovka Notebook. Unsolved problems in group theory. 9th ed. (Russian)
V. D. Mazurov (ed.), Yu. I. Merzlyakov (ed.), V. A. Churkin (ed.),
Inst. Mat. SO AN SSSR, Novosibirsk (1984), 144 p.
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