Independent of the nature of the probe (e.g., longitudinal compliance by dynamic light scattering, shear compliance by dynamical compliance and modulus or by creep recovery, electric compliance by dielectric relaxation) near and above the glass temperature, the appropriate correlation or relaxation function of the local segmental motion in an amorphous polymer is well described by the Kohlrausch-Williams-Watts function ß |-( / *)1' |. The temperature dependence of the effective time t* is well represented by the Vogel-Fulcher-Tamann-Hesse equation t* = exp|B/(T-T0)j. However, the fractional exponent n and the quantity B, for a fixed T0, can depend on the nature of the probe. Through a compilation of the experimental data of a number of amorphous polymers, we have established an empirical correlation between n and B. Whenever the two quantities n and B are probe dependent in an amorphous polymer, we find the product (1 -n)B remains invariant. An explanation of this empirical relation can be found from an extant prediction of the coupling model of relaxation.