2 citations · 2 across the 5 of their papers we have counts for
3 papers · 1 filter
Complete polyhedral description of chemical graphs of maximum degree at most 3
Valentin Dusollier, Sébastien Bonte, Gauvain Devillez +3
Chemical graphs are simple undirected connected graphs, where vertices represent atoms in a molecule and edges represent chemical bonds. A degree-based topological index is a molec…
Extremal chemical graphs of maximum degree at most 3 for 33 degree-based topological indices
Sébastien Bonte, Gauvain Devillez, Valentin Dusollier +2
We consider chemical graphs that are defined as connected graphs of maximum degree at most 3. We characterize the extremal graphs, meaning those that maximize or minimize 33 degree…
Extremal Chemical Graphs for the Arithmetic-Geometric Index
Alain Hertz, Sébastien Bonte, Gauvain Devillez +3
The arithmetic-geometric index is a newly proposed degree-based graph invariant in mathematical chemistry. We give a sharp upper bound on the value of this invariant for connected…