Metric-Based Fractional Dimension of Rotationally-Symmetric Line Networks

The parameter of distance plays an important role in studying the properties symmetric networks such as connectedness, diameter, vertex centrality and complexity. Particularly different metric-based fractional models are used diverse fields computer science integer programming, pattern recognition, robot navigation. In this manuscript, we have computed all local resolving neighborhood sets established sharp bounds a dimension called by metric rotationally line wheel prism networks. Furthermore, bounded unboundedness these is also checked under when order approaches to infinity. lower upper analyzed using 3D shapes.