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Journal of the Chungcheong Mathematical Society Volume 35, No. 3.jpg
KCI등재 학술저널

Computation of sombor indices of otis(biswapped) networks

In this paper, we derive analytical closed results for the first (a, b)-K A index, the Sombor index, the modified Sombor index, the first reduced (a, b)-K A index, the reduced Sombor index, the reduced modified Sombor index, the second reduced (a, b)-K A index and the mean Sombor index mSOα for the OTIS biswapped networks by considering basis graphs as path, wheel graph, com- plete bipartite graph and r − regular graphs. Network theory plays a significant role in electronic and electrical engineering, such as signal processing, networking, communication theory, and so on. A topological index (TI) is a real number associated with graph net- works that correlates chemical networks with a variety of physical and chemical properties as well as chemical reactivity. The Opti- cal Transpose Interconnection System (OTIS) network has recently received increased interest due to its potential uses in parallel and distributed systems.

1. Introduction

2. Methodology

3. Computational results

4. Graphical representation and discussion

References

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