2020Communications in Mathematics and ApplicationsOpen access

Adjacency and Incidence Matrix of a Soft Graph

J. D. Thenge, B. Surendranath Reddy, Rupali S. Jain

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Abstract

In the present paper we define the notion of adjacency matrix and incidence matrix of a soft graph and derive some results regarding these matrices. We show that some of the classical results of graph theory does not hold for soft graphs.

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What this paper is about

In the present paper we define the notion of adjacency matrix and incidence matrix of a soft graph and derive some results regarding these matrices. We show that some of the classical results of graph theory does not hold for soft graphs.

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Available abstract

In the present paper we define the notion of adjacency matrix and incidence matrix of a soft graph and derive some results regarding these matrices. We show that some of the classical results of graph theory does not hold for soft graphs.

Key concepts: Adjacency matrix, Incidence matrix, Mathematics, Combinatorics, Graph energy, Adjacency list, Regular graph, Discrete mathematics

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