Jan 15, 2019 · This paper is devoted to characterizing the extremal trees and graphs of this new topological invariant.

An extension of the well-known Szeged index was introduced recently, named as weighted Szeged index (wSz(G)). This paper is devoted to characterizing the.

Jan 15, 2019 · An extension of the well-known Szeged index was introduced recently, named as weighted Szeged index (wSz(G)).

This paper is devoted to characterizing the extremal trees and graphs of this new topological invariant. In particular, we proved that the star is a tree having ...

This paper is devoted to characterizing the extremal trees and graphs of this new topological invariant. In particular, we proved that the star is a tree having ...

7 Citations ; Computing weighted Szeged and PI indices from quotient graphs · Niko Tratnik · International Journal of Quantum Chemistry ; Five results on ...

This paper is devoted to characterizing the extremal trees and graphs of this new topological invariant. In particular, we proved that the star is a tree having ...

Contribute to RotarB333/FP-projekt-On-extremal-graphs-of-Weighted-Szeged-index development by creating an account on GitHub.

The talk will be devoted to characterizing the extremal trees and graphs of this new topological invariant. In particular, we prove that the star is a tree ...

In this paper, we have determined the minimum and maximum harmonic indices of bicyclic graphs and characterized the corresponding graphs at which the extremal ...