"Semigraphs and their applications" by Jyoti Shetty Dr
 

Semigraphs and their applications

Document Type

News Article

Abstract

Graph theory studies graphs and mathematical structures that model pairwise relations between objects. Semigraph is a generalization of the graph. Graph theory has applications in the fields like a computer network, the flow of computation, networks of communication, and the shortest path on the road or a network; Google Maps follow the principles of graph theory, and semigraphs seem to be a better representation of the same. Like in the case of graphs, a complete semigraph is a semigraph in which every two vertices are adjacent to each other. The addition of graphs is a well-studied operation, resulting in a new graph with more vertices and edges. The operation of adding vertices to graphs is different from the addition of graphs but also defines a new graph with more vertices and edges.

  1. https://www.math.nthu.edu.tw/~amen/2022/AMEN-201221.pdf
  2. http://www.iaeng.org/IJAM/issues_v52/issue_2/IJAM_52_2_24.pdf
  3. https://www.sciencedirect.com/science/article/pii/S2090447921001611#:~:text=By%20definition%2C%20a%20complete%20semigraph,called%20a%20strongly%20complete%20semigraph.

Publication Date

Spring 10-1-2022

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