Some Remarks on a Class of Finite Projective Klingenberg Planes
Journal Title: JOURNAL OF ADVANCES IN MATHEMATICS - Year 2018, Vol 14, Issue 2
Abstract
In this article, we deal with a class of projective Klingenberg planes constructed over a plural algebra of order m. Thanks to this, the incidence matrices for some special cases of the class are obtained. Next, the number of collineations of the certain classes are found. Besides, an example of a collineation for these classes are given. Finally, we achieve to carry the obtained results to more general case.
Authors and Affiliations
Atilla Akpinar, Isa Dogan, Elif Demirci, Zeynep Sena Gurel, Bercem Boztemur
On Parameters Estimation in Stochastic Differential Equations with Additive Random Effects
In this paper, we proposed a class of statistical models where random effects are inserted into a Stochastic differential equations (SDEs) model, SDE defined N independent stochastic processes the drift term depend...
On Some Results of a New Fractional Calculus in the Unit Disk and its Applications
In this paper, we study a new definition of fractional calculus (fractional derivative-(β,ϒ),fractional integral-(β,ϒ),by depending of Srivastava-Owa fractional operators,and study some properties and provided of ope...
Branch and Bound Method to Solve Multi Objectives Function
This paper presents a branch and bound algorithm for sequencing a set of n independent jobs on a single machine to&nbs...
Some convergence theorems for order-Mcshane equi-integral in Riesz space
In this paper we prove some convergence theorems of order-Macshane equi -integrals on Banach lattice and arrive same result in L-space as on Mcshane norm-integrals.
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.