“…In several challenging signal processing systems [9], [12], [14] and applications, such as machine learning [56], when the data does not follow a Gaussian distribution and the adaptive system is nonlinear, second-order statistics (e.g., variance, correlation, and mean square error) are insufficient to derive adaptive features from the data. Such applications necessitate higher-order statistics of the data, in which the characteristics of linear/nonlinear adaptive signal processing systems, as well as machine learning applications, can be better represented by employing information-theoretic metrics such as entropy, Simpson diversity, expressiveness, and Lempel-Ziv complexity.…”