On generalized topological indices of silicon-carbon (Q2176058)

Summary: Let \(G\) be a graph with \(n\) vertices and \(\Gamma(u)\) be the degree of its \(u\)-th vertex \(( \Gamma(x)\) is the degree of \(u)\). In this article, we compute the generalization of Zagreb index, the generalized Zagreb index, the first and second hyper \(F\)-indices, the sum connectivity \(F\)-index, and the product connectivity \(F\)-index graphs of \(\text{Si}_2 \text{C}_3 - I [p,q]\), \(\text{Si}_2 \text{C}_3 - II [p,q]\), \(\text{Si}_2 \text{C}_3 - III [p, q]\), and \(\text{Si}\text{C}_3- III [p,q]\).