Title : ( Central Factor Groups of Locally Finite and Locally Nilpotent Groups )
Authors: Mitra Hassanzadeh , Rasoul Hatamian , Saeed Kayvanfar ,
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Abstract
Let P be a group property. A group G is called a locally P-group if each finite subset of G is contained in a P-subgroup of G. In this paper some relations between the central factor groups and commutator subgroups in locally nilpotent and locally finite groups are investigated.
Keywords
Schur’s theorem · Locally finite group · Locally nilpotent group
@article{paperid:1106071,
author = {Hassanzadeh, Mitra and رسول حاتمیان and Kayvanfar, Saeed},
title = {Central Factor Groups of Locally Finite and Locally Nilpotent Groups},
journal = {Global Analysis and Discrete Mathematics},
year = {2022},
volume = {7},
number = {1},
month = {November},
issn = {2476-5341},
pages = {63--66},
numpages = {3},
keywords = {Schur’s theorem · Locally finite group · Locally nilpotent group},
}
%0 Journal Article
%T Central Factor Groups of Locally Finite and Locally Nilpotent Groups
%A Hassanzadeh, Mitra
%A رسول حاتمیان
%A Kayvanfar, Saeed
%J Global Analysis and Discrete Mathematics
%@ 2476-5341
%D 2022
