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A signed graph is defined by an ordered pair () , G= where), (EVG= is an underlying graph of  and   -+→, :E is a function called a signature function. In this paper we define the edge domination parameters like positive edge domination number and negative edge domination number in signed graph. Further investigate the properties and bound of these domination parameters. In addition explain the theorem with examples. [ABSTRACT FROM AUTHOR]

An S-Topological BE-Algebras(STBE-Algebras) is a BE-Algebra equipped with a special type of topology that makes the operation (defined on it)as S-topological continuous. In this paper, we discuss the separation axioms on a STBE-Algebras. [ABSTRACT FROM AUTHOR]

The aim of the present paper is to introduce some new subclasses of analytic multivalent functions S*(p, µ,d) and C*(p, µ,d). In the present paper, we determine the necessary and sufficient conditions for the Generalized Poisson Distribution Series to be in the subclasses S*(p, µ,d) and C*(p, µ,d). Some interesting results using the Generalized Poisson distribution series on these subclasses are also derived. [ABSTRACT FROM AUTHOR]

Among several number triangles that exist in mathematics, Pascal's triangle is the most fascinating and prominent structure possessing numerous properties. In this paper, we will introduce a number triangle consisting of positive integers arranged in ascending to descending order so that the entries in each row would be mirror images with respect to its middle number. Using this simple number triangle, we have proved six amusing results which interestingly depend only as functions of its centred numbers. Moreover some of the concepts and results discussed in this paper have connection with Tamil literary work and triangular numbers. [ABSTRACT FROM AUTHOR]

The this paper, we introduce a new class of closed sets called Beta generalized closed set in topological spaces is to describe and analyze the basics of the set of closed sets, especially Beta generalized closed set in topological spaces. We also study their properties with few existing examples of closed sets, along with their characterizations. [ABSTRACT FROM AUTHOR]

This paper's primary goal is to define μ-(λ,δ)-m-derivation in μ-near-ring Nand investigate a few properties. We also research and debate the commutativity of addition multiplication of prime μ-near-ring with μ-(λ,δ)-m-derivation. [ABSTRACT FROM AUTHOR]

The quick progress of this technology becomes vital in upcoming years. Cryptography is where security engineering meets mathematics. It gives us the tools that most modern security protocols rely on. It is perhaps the most important enabling technology for securing distributed systems, yet it is surprisingly difficult to do correctly. Any form of data on a network is private to an individual, and attackers can access it while sharing it with the intended receiver. The demand for availability, confidentiality, Integrity and non-repudiation required for handling is increased. This paper discussed brief about cryptographic methodology and a new model for enhancing cryptographic goals that can be used to secure applications. [ABSTRACT FROM AUTHOR]

The aim of this research work is to introduce the new concept of interval-valued intuitionistic fuzzy topological vector space(in brief IVIF-topological vector space). In this paper, the concept of IVIF-vector point, IVIF-Quasicoincidence were defined. In further, the relationship between IVIF-NQCneighbourhood, IVIF-QCneighbourhood and its bases in IVIF-topological vector space discussed. Also introduced the concept of ConvexIVIF set, Strongly ConvexIVIF set and Strictly ConvexIVIF set, in IVIF-topological vector spaces. Then it continued to the discussion about the properties and the relationship between these ConvexIVIF sets. [ABSTRACT FROM AUTHOR]

Let G(V, E) be a graph with p vertices and q edges with vertex set V and edge set E. let 'd' denote the diameter of G and d(u, v) denote the distance between the vertices u and v in G. P.Poomalai et [9]al was introduced the concept of radio analytic mean labeling in 2019.And he also indicated one more concept radio analytic mean D-distance number 2020. here we introduce a new labeling graph called Radio Antipodal Analytic mean labeling. An Radio Antipodal Analytic mean labelling of G is a function f that assigns to each vertex a nonnegative integer such that f(u) - f(v) if d(u, v) + (f(u)2 - f(v)2 (/2 = d for any two distinct vertices u, v € V(G). The Antipodal Analytic mean number of f denoted by aamn(f) is the maximum number assigned to any vertex of G. The Radio Antipodal Analytic mean number of G, denoted by Aamn(G) is the maximum value of Aamn(f) taken over all Radio Antipodal mean labelling f of G. We prove Pn, Cycle Cn, Star K1,n, Ladder Ln, n-bistar Bn,n and fan f2n+1 are the Radio Antipodal Analytic mean graphs. [ABSTRACT FROM AUTHOR]

we introduce the concepts of an ideal nano K-set, an ideal nano O-set, an nano ideal Kα-set and an nano ideal Oα-set are investigate and deal with an nano ideal topologicalspaces. [ABSTRACT FROM AUTHOR]

For an EOQ model without shortages, the set up cost and the demand are fuzzified and an optimal total cost value is calculated. In this research, we have applied the method of graded mean integration of defuzzy the fuzzy objective function and then solved to estimate optimal values of order quantity and the respective annual total cost. [ABSTRACT FROM AUTHOR]