w-Wiener polynomials of Width Distance for Cartesian Product K2 with Cycle and Wheel

The w-Wiener polynomials of the cartesian product of K2 with a cycle Ct and with a wheel Wt are obtained in this paper , in which w does not exceed the connectivity of the product graph . The diameter and Wiener index with respect to the width distance -w for K2Ct and K2Wt are also obtained .