On Sombor Index

The concept of Sombor index (SO) was recently introduced by Gutman in the chemical graph theory. It is a vertex-degree-based topological and denoted SO: SO=SO(G)=?vivj?E(G)dG(vi)2+dG(vj)2, where dG(vi) degree vertex vi G. Here, we present novel lower upper bounds on graphs using some parameters. Moreover, obtain several relations with first second Zagreb indices graphs. Finally, give conclusions propose future work.