Jump to ContentJump to Main Navigation

Online

Publication Date:
April 2007
ISSN:
1435-4446
DOI:
10.1515/JGT.2007.018

See all formats and pricing

Online
Individual Subscription Online only
Euro [D] 99.00
RRP for USA, Canada, Mexico
US$ 149.00 *
Print
Individual Subscription Online only
Euro [D] 448.00
RRP for USA, Canada, Mexico
US$ 673.00 *
Print + Online
Individual Subscription Online only
Euro [D] 538.00
RRP for USA, Canada, Mexico
US$ 808.00 *
*Prices subject to change. Shipping costs will be added if applicable.

Journal of Group Theory

Editor-in-Chief: Wilson, John S.

Managing Editor: Howie, James / Kramer, Linus / Parker, Christopher W.

Editorial Board Member: Abért, Miklós / Borovik, Alexandre V. / Boston, Nigel / Bridson, Martin R. / Caprace, Pierre-Emmanuel / Giovanni, Francesco / Guralnick, Robert / Jaikin Zapirain, Andrei / Kessar, Radha / Khukhro, Evgenii I. / Kochloukova, Dessislava H. / Malle, Gunter / Olshanskii, Alexander / Remy, Bertrand / Robinson, Derek J.S. / Willis, George

6 Issues per year

IMPACT FACTOR 2011: 0.432
5-year IMPACT FACTOR: 0.490
Mathematical Citation Quotient 2010: 0.30

Free Access

VolumeIssuePage

Issues

Ahead of print >

Volume 16 (2013)

Volume 15 (2012)

Volume 14 (2011)

Volume 13 (2010)

Volume 12 (2009)

Volume 11 (2008)

Volume 10 (2007)

Volume 9 (2006)

Volume 8 (2005)

Volume 7 (2004)

Volume 6 (2003)

Volume 5 (2002)

Volume 4 (2001)

Volume 3 (2000)

Volume 2 (1999)

Volume 1 (1998)

Most Downloaded Articles

  1. A note on Frobenius groups by Knapp, Wolfgang and Schmid, Peter
  2. Units of integral group rings of Frobenius groups
  3. On c*-normality and its properties by Wei, Huaquan and Wang, Yanming
  4. Groups with complete prime graph connected components
  5. On p-group Camina pairs by Lewis, Mark L.

30,00 € / $42.00*

Download full text pdf
(PDF, 96 KB)

Finite groups with few non-cyclic subgroups

1 / Xubo Zhao2

1

2

Citation Information: Journal of Group Theory. Volume 10, Issue 2, Pages 225–233, ISSN (Online) 1435-4446, ISSN (Print) 1433-5883, DOI: 10.1515/JGT.2007.018, April 2007

Publication History:
Received:
2005-11-02
Revised:
2006-04-29
Published Online:
2007-04-22

Abstract

For a group H we denote by δ(H) the number of conjugacy classes of non-cyclic subgroups. Groups all of whose soluble subgroups H satisfy δ(H) ≤ 2 are classified. It is also shown that the derived length and Fitting length of a soluble group G are bounded by functions of δ(G).

Comments (0)

Please log in or register to comment.