On Generalized Topological Indices for Some Special Graphs

Topological indices are numeric values associated with a graph and characterize its structure. There various topological in theory such as degree-based, distance-based, counting-related indices. Among these indices, degree-based very interesting studied well literature. In this work, we the generalized form of harmonic, geometric-arithmetic, Kulli–Basava power-sum-connectivity index for special that bridge over path, cycle, complete graph, wheel gear helm square lattice graph. We found exact stated graphs. also investigated properties alkane isomers, from which obtained results closed to experimental results.