TOPOLOGICAL INDICES OF ECCENTRICITY ON DOUBLE AND STRONG DOUBLE GRAPHS OF CYCLOALKANES
Resumen
In the theory of chemical graphs, To evaluate the relationship between the structure of molecules
with the physicochemical behavior of chemical species, topological indices are quantitative descrip
tor that are frequently used. The eccentricity connectivity index, the total eccentricity index, the
average eccentricity index, the Zagreb eccentricity indices, and the Zagreb degree–eccentricity in
dices are among the eccentricity-driven topological measures that we assess in this work using a
thorough distance-based analysis. These indices are calculated for the double and strong double
graph constructions corresponding to cycloalkane structures, which are particularly important be
cause of their frequent occurrence in molecules that are relevant to pharmaceuticals and their wide
range of therapeutic uses.
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