Edge Degree Weight of Sequential Join of Graphs
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Submitted
October 2, 2018
Published
September 30, 2013
Keywords:
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Graph Theory, Edge degree weights
Abstract
Let the weight w of an edge e= uv={u,v} of a graph G be defined by w(e)=deg(u)+deg(v)-2 and the weight of G be defined by w(G)= ∑ e ∈ E(G)w(e), where E(G) is the edge set of G. In this paper the weights of joins, sequential joins, unions, intersections, and products (Cartesian and Tensor) of sets of graphs are obtained. This leads to a variety of open questions and new studies.
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Authors
Sharaf, K. R., & Ali, D. A. (2013). Edge Degree Weight of Sequential Join of Graphs. Science Journal of University of Zakho, 1(2), 854-861. https://sjuoz.uoz.edu.krd/index.php/sjuoz/article/view/431
Copyright (c) 2013 Khidir R. Sharaf, Didar A. Ali
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How to Cite
Sharaf, K. R., & Ali, D. A. (2013). Edge Degree Weight of Sequential Join of Graphs. Science Journal of University of Zakho, 1(2), 854-861. https://sjuoz.uoz.edu.krd/index.php/sjuoz/article/view/431