International Journal of Quantum Chemistry

Topological indices is an important tool to study chemical and computer networks. M-polynomials is based on the topological indices and also the generalized version of topological descriptors. Study of two-dimensional coronene fractal structures are carried in this work. These novel structures are discussed with the tool of M-polynomials, mainly first and second Zagreb index, general Randic index-based M-polynomials are studied. Moreover, we studied these M-polynomials for multiple coronene fractal structures, like zigzag hexagonal coronene fractals, armchair hexagonal coronene fractals, rectangular hexagonal coronene fractals.