CONSTRUCTION OF RIGHT NUCLEAR SQUARE LOOP
Journal Title: Matrix Science Mathematic | Matriks Sains Matematik (MSMK) - Year 2017, Vol 1, Issue 2
Abstract
Right nuclear square loops are loops satisfying )) ( )( ) (( y zz xy zz x . We construct an infinite family of nonassociative non-commutative right nuclear square loops whose smallest member is of order 12 .
Authors and Affiliations
Amir Khan, Tahir Khan, Hidayat Ullah Khan, Gul Zaman
STABILITY ANALYSIS OF PERIODIC AND ALMOST-PERIODIC DISCRETE SWITCHED LINEAR SYSTEM
This article shows a connection between the boundedness and uniform exponential stability of linear discrete switched system in the space of periodic and almost-periodic sequences. Comprehensively, we prove that a linear...
ANALYTIC SOLUTION TO BENJAMIN-BONA-MAHONY EQUATION BY USING LAPLACE ADOMIAN DECOMPOSITION METHOD
In this paper, we want to find the analytic solution of Benjamin-Bona-Mahony (BBM) equation by using Laplace Adomian Decomposition Method. Laplace Adomian Decomposition Method is an excellent mathematical tool for solvin...
CONSTRUCTION OF RIGHT NUCLEAR SQUARE LOOP
Right nuclear square loops are loops satisfying )) ( )( ) (( y zz xy zz x . We construct an infinite family of nonassociative non-commutative right nuclear square loops whose smallest member is of order 12 .
MULTIGRID SOLUTION FOR THE CAUCHY PROBLEM ASSOCIATED WITH HELMHOLTZ TYPE EQUATION ON NON-UNIFORM GRIDS
In this paper, an HOC scheme with multigrid algorithm is developed for solving the Cauchy problem associated with two dimensional Helmholtz type equations. The suggested scheme has up to fourth order accuracy. Lastly, so...
COMPARATIVE STUDY OF MATHEMATICAL MODEL OF EBOLA VIRUS DISEASE VIA USING DIFFERENTIAL TRANSFORM METHOD AND VARIATION OF ITERATION METHOD
This study investigates the application of differential transformation method and variational iteration method in finding the approximate solution of Ebola model. Variational iteration method uses the general Lagrange mu...