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2020•Journal of Physics Conference SeriesOpen access

a–Domination of Cartesian Product of Path Semigraphs

Narmadha Murugesan, D. Narmatha

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Abstract

Abstract In a scientific enquiry it is common to study the behaviour of combined systems after studying the systems individually. The graphical structures are combined in many ways. The Cartesian product is one of the way of combining graphs to get more general structures from the simple structures. In this paper, we study a–domination number of the Cartesian product of some simple path semigraphs.

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Abstract In a scientific enquiry it is common to study the behaviour of combined systems after studying the systems individually. The graphical structures are combined in many ways. The Cartesian product is one of the way of combining graphs to get more general structures from the simple structures. In this paper, we study a–domination number of the Cartesian product of some simple path semigraphs.

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Available abstract

Abstract In a scientific enquiry it is common to study the behaviour of combined systems after studying the systems individually. The graphical structures are combined in many ways. The Cartesian product is one of the way of combining graphs to get more general structures from the simple structures. In this paper, we study a–domination number of the Cartesian product of some simple path semigraphs.

Key concepts: Cartesian product, Cartesian coordinate system, Simple (philosophy), Product (mathematics), Path (computing), Computer science, Mathematics, Algebra over a field

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