On Some Exponential Structure Descriptors and Their Applications to Benzenoid Hydrocarbons

ABSTRACT In this article, we compute exponential topological indices of benzenoid hydrocarbons using MATLAB based on their edge connectivity and investigate their correlation with several thermodynamic properties, including boiling point, entropy, enthalpy of formation, Kovats retention index, octanol–water partition coefficient, and totalπ $$ \pi $$ ‐electron energy. We develop both linear and quadratic models to predict these properties and demonstrate that the indices exhibit strong correlations with them. Notably, the correlation coefficients between most indices and the totalπ $$ \pi $$ ‐electron energy exceed 0.98. These results suggest that exponential topological indices are effective predictors of thermodynamic properties in polycyclic aromatic compounds and may aid future research on benzenoid hydrocarbons.