2017
Том 69
№ 9

All Issues

On groups with a strongly imbedded subgroup having an almost layer-finite periodic part

Senashov V. I.

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Abstract

We study Shunkov groups with the following condition: the normalizer of any finite nonunit subgroup has an almost layer-finite periodic part. It is proved that such a group has an almost layer-finite periodic part if it has a strongly imbedded subgroup with almost layer-finite periodic part.

English version (Springer): Ukrainian Mathematical Journal 64 (2012), no. 3, pp 433-440.

Citation Example: Senashov V. I. On groups with a strongly imbedded subgroup having an almost layer-finite periodic part // Ukr. Mat. Zh. - 2012. - 64, № 3. - pp. 384-391.

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