Computation of sombor indices of otis(biswapped) networks

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.