Font Size:
a
A
A
Finite 3-groups All Of Whose Non-abelian Subgroups Are Self -centralize
Posted on:
2016-08-02
Degree:
Master
Type:
Thesis
Country:
China
Candidate:
P C Zhao
Full Text:
PDF
GTID:
2180330482450099
Subject:
Mathematics
Abstract/Summary:
PDF Full Text Request
In this paper, finite 3-groups all of whose non-abelian subgroups are self-centralize are classified by using methods of cyclic extension.
Keywords/Search Tags:
center
,
centralizer
,
finite 3-groups
,
cyclic extension
PDF Full Text Request
Related items
1
Finite2-groups All Of Whose Non-abelian Subgroups Are Self-Centralized
2
Finite P-groups Whose Subgroups Of Derived Group Of Order P Are Generated By Two Elements For P≥5
3
Some Studies On The Commutativity Of Finite P-Groups
4
On CZ_i-groups
5
The Lower Bound Of The Number Of Minimal Non-abelian Subgroups In Finite P-groups
6
Finite P-groups With A Unique A
2
-subgroup
7
Some LA-Groups With Non-Cyclic Centres
8
On UCC(c)-groups
9
Finite P-groups With Isomorphism Of Small Order Are Acyclic Subgroups
10
Some Conclusions Of The Extension Of Finite Groups