ABSTRACT
From the mathematical point of vicw, the stretched exponential law for the relaxation function requires a set of the characteristic times for the fractal properties, as mentioned in the previous chapter. That is why the statistics of self-avoiding random walks has been studied on the basis of a stretched exponential law for the monomolecular chain termination. These statistics determine exactly these fractal properties of the propagating polymeric chain. Let us demonstrate these statistics in accordance with Ref. [1].
