The solvable subgroups of large order of L2(p) , p≥5
Journal Title: JOURNAL OF ADVANCES IN MATHEMATICS - Year 2017, Vol 13, Issue 5
Abstract
By using the following theoretical and computational algorithms , we determined the solvable subgroups of large order of the finite non-abelian simple linear groups G = L2(p) = PSL(2,p) , for p≥5 and p is a prime number , also their presentations and permutation representations have been found .
Authors and Affiliations
Abdullah A. Abduh, Abeer A. AlGhawazi
Keywords
Related Articles
- EP ID EP651800
- DOI 10.24297/jam.v13i5.6578
- Views 192
- Downloads 0
Finite Groups Having Exactly 34 Elements of Maximal Order
Let G be a finite group, M(G) denotes the number of elements of maximal order of G. In this note a finite group G with M(G) = 34 is determined.
Bayes Estimators of the Scale Parameter of an Inverse Weibull Distribution under two different Loss Functions
In this paper we obtain Bayesian estimators of the scale parameter of the inverse Weibull distribution (IWD).We derive those estimators under two different loss functions: the quasisquared error loss function a...
Some extensions Hardy integral inequalities and their analogues on finite interval
The aim of this paper is to give some extensions Hardy integral inequalities for sum and product of several functions and their analogues inequalities on finite interval. Some direct consequences are established. Also a...
On the Three-Parameter Burr Type XII Distribution and its Application to Heavy Tailed Lifetime Data
This paper identifies the characteristics of three-parameter Burr Type XII distribution and discusses its utility in survivorship applications. It addresses the problem of estimating the three-parameter Burr XII distribu...
Analytical solutions of time-fractional advection problem
we use variational iteration method (VIM) to solve some nonlinear time-fractional advection problem.Compared to the other method, the VIM is direct and straightforward.