Title : ( Auto-average length of finite groups )
Authors: esmat mottaghi , Mohammad Reza Rajabzadeh Moghaddam , M.A. Rostamyari ,
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Abstract
Abstract. Let g and h be arbitrary elements of a given finite group G. Then g and h are said to be autoconjugate if there exists some automorphism α of G such that h = g^α. In this article, we introduce and study auto-average length of autoconjugacy classes of finite groups. Also, we construct some sharp bounds for the auto-average length of finite groups.
Keywords
, Autoconjugate, autoisoclinism, autocommutator subgroup, autocentre
@article{paperid:1068733,
author = {Mottaghi, Esmat and Rajabzadeh Moghaddam, Mohammad Reza and M.A. Rostamyari},
title = {Auto-average length of finite groups},
journal = {Journal of Mathematical Extension},
year = {2017},
volume = {11},
number = {3},
month = {September},
issn = {1735-8299},
pages = {69--76},
numpages = {7},
keywords = {Autoconjugate; autoisoclinism; autocommutator subgroup; autocentre},
}
%0 Journal Article
%T Auto-average length of finite groups
%A Mottaghi, Esmat
%A Rajabzadeh Moghaddam, Mohammad Reza
%A M.A. Rostamyari
%J Journal of Mathematical Extension
%@ 1735-8299
%D 2017
