On the Variable Order Fractional Calculus Characterization for the Hidden Variable Fractal Interpolation Function

In this study, the variable order fractional calculus of hidden fractal interpolation function is explored. It extends constant to case order. The Riemann–Liouville and Weyl–Marchaud are investigated for function. Moreover, conditions ? on a specified range also derived. observed that, under certain conditions, again functions interpolating new data set.