Application of the Discrete Geometrical Invariants to the Quantitative Monitoring of the Electrochemical Background

Abstract

The statistics of the fractional moments (SFM) and discrete geometrical sets/invariants (DGI) were appl ied for explain of the temporal evolution of the electrochemical background. The set of the quantitative parameters that form the invariant DGI curves of the second and the fourth orders, correspondingly were proposed. The method of their calculation based on the generalization of the well-known Pythagor's theorem is described. The quantitative parameters that determine these DGI allow monitoring the background of the electrochemical solution covering the period of 1-1000 measurements for two types of electrode (Pt and C) and notice the specific peculiarities that characterize each electrode material.