Construction of PBIB designs through chosen lines and Triangles of graphs
Journal Title: INTERNATIONAL JOURNAL OF MATHEMATICS TRENDS AND TECHNOLOGY - Year 2014, Vol 8, Issue 1
Abstract
In this paper, we have constructed partially balanced incomplete block (PBIB) designs with two and three associate classes by establishing a link between PBIB designs and graphs through the chosen lines and number of triangles. We have considered six configurations for this purpose and constructed four two associate class PBIB designs and two three class PBIB designs.
Authors and Affiliations
Davinder Kumar Garg , Syed Aadil Farooq
Influence of Non-Selective Harvesting and Prey Reserve Capacity on Prey-Predator Dynamics
In the present paper, we have developed a simple two species prey-predator model in which the prey dispersal in a two patch environment, one is assumed to be a free hunting zone and the other is a reserved zone where hun...
Boolean Algebras of Pre A*-Algebra
In this paper, we obtain Boolean algebras , from Pre A*-algebra , and proved that , and are isomorphic to each other
On the Zeros of Lacunary Polynomials
In this paper we find the bounds for the zeros of some special lacunary polynomials. Our results generalize some known results in the distribution of zeros of polynomials.
Role of Ψμ Operator in Ideal Supra Topological Spaces
In this paper, we shall discuss the ideal on supra topological space and the properties of Ψ operator on topological space. Moreover, We introduce Ψ_μ operator and its properties on supra topological space. In addition w...
Statistical Properties of Kumaraswamy Quasi Lindley Distribution
In this paper, we present a new class of distributions called kumaraswamy Quasi Lindley Distribution. This class of distributions contains several distributions such as kumaraswamy Lindley distribution, Quasi Lindley, a...