Algebraic analysis of p-type brooms and their application in allergic drugs

Topological indices are the real numbers related to structure of graphs. We consider the Sombor topological index for p-type graphs and carry its deep analysis, characterize graphs with extremum values and order them on the basis of the Sombor index and Sombor energy. Also, we give QSPR analysis of some allergy drugs with the various topological indices, study their correlation coefficient, coefficient of determination, linear, polynomial and logarithmic analysis. A significant observation is that a better relation exists between physical properties of drugs with these indices which in turn improves their efficiency and advances their design structure.