  A topological index of a graph $G$ is a real number which is preserved under
isomorphism. Extensive studies on certain polynomials related to these
topological indices have also been done recently. In a similar way, chromatic
versions of certain topological indices and the related polynomials have also
been discussed in the recent literature. In this paper, the chromatic version
of the Schultz polynomial is introduced and determined this polynomial for
certain fundamental graph classes.
