Blood Groups
In: Population: revue bimestrielle de l'Institut National d'Etudes Démographiques. French edition, Band 15, Heft 2, S. 370
ISSN: 0718-6568, 1957-7966
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In: Population: revue bimestrielle de l'Institut National d'Etudes Démographiques. French edition, Band 15, Heft 2, S. 370
ISSN: 0718-6568, 1957-7966
In: The political quarterly, Band 14, Heft 3, S. 278-284
ISSN: 1467-923X
In: The political quarterly: PQ, Band 14, S. 278-284
ISSN: 0032-3179
SSRN
Working paper
In: Social work research & abstracts, Band 17, Heft 1, S. 29-37
In: Proceedings of the Academy of Political Science, Band 30, Heft 1, S. 15
In: American political science review, Band 36, S. 471-481
ISSN: 0003-0554
In: The public opinion quarterly: POQ, Band 4, Heft 1, S. 151
ISSN: 1537-5331
In: West European politics, Band 17, Heft 4, S. 228
ISSN: 0140-2382
In: The Bulletin of Irkutsk State University. Series Mathematics, Band 35, S. 73-86
ISSN: 2541-8785
A group is called weakly conjugate biprimitively finite if each its element of prime order generates a finite subgroup with any of its conjugate elements. A binary finite group is a periodic group in which any two elements generate a finite subgroup. If $\mathfrak{X}$ is some set of finite groups, then the group $G$ saturated with groups from the set $\mathfrak{X}$ if any finite subgroup of $G$ is contained in a subgroup of $G$, isomorphic to some group from $\mathfrak{X}$. A group $G = F \leftthreetimes H$ is a Frobenius group with kernel $F$ and a complement $H$ if $H \cap H^f = 1$ for all $f \in F^{\#}$ and each element from $G \setminus F$ belongs to a one conjugated to $H$ subgroup of $G$. In the paper we prove that a saturated with finite Frobenius groups periodic weakly conjugate biprimitive finite group with a nontrivial locally finite radical is a Frobenius group. A number of properties of such groups and their quotient groups by a locally finite radical are found. A similar result was obtained for binary finite groups with the indicated conditions. Examples of periodic non locally finite groups with the properties above are given, and a number of questions on combinatorial group theory are raised.
In: Australian journal of political science: journal of the Australasian Political Studies Association, Band 31, Heft 2, S. 275
ISSN: 1036-1146
In: The international journal of social psychiatry, Band 4, Heft 1, S. 55-61
ISSN: 1741-2854
In: International migration review: IMR, Band 6, Heft 4, S. 467
ISSN: 1747-7379, 0197-9183
In: Journal of management education: the official publication of the Organizational Behavior Teaching Society, Band 9, Heft 4, S. 3-7
ISSN: 1552-6658
In: Population: revue bimestrielle de l'Institut National d'Etudes Démographiques. French edition, Band 6, Heft 3, S. 533
ISSN: 0718-6568, 1957-7966