Volume 31 (2020)
Volume 30 (2019)
Volume 29 (2018)
Volume 28 (2017)
Volume 27 (2016)
Volume 26 (2015)
Volume 25 (2014)
Volume 24 (2013)
Volume 23 (2012)
Volume 22 (2011)
Volume 21 (2010)
Volume 20 (2009)
Volume 19 (2008)
Volume 18 (2007)
Volume 17 (2006)
Volume 16 (2005)
Volume 15 (2004)
Volume 14 (2003)
Volume 13 (2002)
Volume 12 (2001)
Volume 11 (2000)
Volume 10 (1999)
Volume 9 (1998)
Volume 8 (1997)
Volume 7 (1996)
Volume 6 (1995)
Volume 5 (1994)
Volume 4 (1993)
Volume 3 (1992)
Volume 2 (1991)
Volume 1 (1990)
Volume 1 (1989)
1. A Characterization of the Suzuki Groups by Order and the Largest Elements Order

B. Ebrahimzadeh; A. Iranmanesh; A. Tehranian; H. Parvizi Mosaed

Volume 27, Issue 4 , Autumn 2016, , Pages 353-355

Abstract
  One of the important problems in group theory is characterization of a group by a given property, that is, to prove there exist only one group with a given property. Let  be a finite group. We denote by  the largest order of elements of . In this paper, we prove that some Suzuki groups are ...  Read More

2. A Characterization of the Small Suzuki Groups by the Number of the Same Element Order

H. Parvizi Mosaed; A. Iranmanesh; A. Tehranian

Volume 26, Issue 2 , Spring 2015, , Pages 171-177

Abstract
  Suppose that  is a finite group. Then the set of all prime divisors of  is denoted by  and the set of element orders of  is denoted by . Suppose that . Then the number of elements of order  in  is denoted by  and the sizes of the set of elements with the same order ...  Read More

3. Cyclic Orbit Codes with the Normalizer of a Singer Subgroup

F. Bardestani; A. Iranmanesh

Volume 26, Issue 1 , Winter 2015, , Pages 49-55

Abstract
  An algebraic construction for constant dimension subspace codes is called orbit code. It arises as the orbits under the action of a subgroup of the general linear group on subspaces in an ambient space. In particular orbit codes of a Singer subgroup of the general linear group has investigated recently. ...  Read More