On Topological Indices for Swapped Networks Modeled by Optical Transpose Interconnection System

Abstract

The optical transpose interconnection system (OTIS) network has many application in architecture for parallel as well as in distributed network. The optical translate interconnection system utilizes a straightforward pair of lenslet clusters to execute a coordinated interconnection that is valuable for mix based multistage interconnection networks, work of-trees network processors, and hypercubes. In [5], [17] different interconnection network has studied related to topological indices. In this article we have computed the Ve-degree and Ev-degree base topological indices of swapped network by taking path and complete graph as original graphs. We have included some dedicated formulas for different types of topological indices for the OTIS swapped network by taking the path and complete graph on n vertices as basis of graph." INDEX TERMS Optical Transpose Interconnection System (OTIS); Swapped Network; Ev-degree; Vedegree; Path; Complete Graph; topological indices.

Computation of Vertex-Edge Degree Based Topological Descriptors for Hex-Derived Networks

“…ve-degree geometric-arithmetic index GA ve For details of ve-degree topological indices see [19]- [27]. In this paper, we compute the exact results for all the above descriptors.…”

Polynomials of Degree-Based Indices for Swapped Networks Modeled by Optical Transpose Interconnection System

“…Considered a graph G having vertex set V (G) and edge set E(G), OITS swapped network O G can be defined as below: [24]. For the mutual OTIS network O G , the graph G is called the factor of the graph or grid.…”

“…For the mutual OTIS network O G , the graph G is called the factor of the graph or grid. If there are m primary network G. So, O G consists of a separate subnet from the m node groups are called, and they are similar to G [24]. The node name (x, y) in O G select the y node handle in the group [18]- [20], [25]- [27].…”

A Study of Hexagon Star Network with Vertex‐Edge‐Based Topological Descriptors

“…Topological index has been utilized in science by Wiener in the investigation of paraffin breaking points [6], which has been followed by several attempts to clarify physicochemical properties, resulting in presenting many different topological descriptors. For detailed study of topological descriptors, see [7][8][9][10][11][12][13][14][15][16][17][18][19][20][21][22][23]. Chellali et al [24] presented new degree ideas, namely, "ve-degree and ev-degree."…”