Abstract
In this work, we use the idea of interval-valued convex functions of Center-Radius (cr)-order to give fractional versions of Hermite-Hadamard inequality. The results are supported by some numerical estimations and graphical representations considering some suitable examples. The results are novel in the context of cr-convex interval-valued functions and deal with differintegrals of the (p+s/2) type. We believe this will be an important contribution to spurring additional research.