By Anthony Zaknich
Teaches scholars approximately classical and nonclassical adaptive platforms inside one pair of covers is helping tutors with time-saving path plans, ready-made useful assignments and exam tips The lately built "practical sub-space adaptive filter" permits the reader to mix any set of classical and/or non-classical adaptive platforms to shape a robust know-how for fixing advanced nonlinear difficulties
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Extra resources for Principles of Adaptive Filters and Self-learning Systems (Advanced Textbooks in Control and Signal Processing)
In fact, the main difference between the two is mostly a matter of application rather than underlying principles of operation. It is helpful to view signal processing and control theory, generally, as divergent branches of application of the same underlying theory. In some ways there should be more reintegration of the two fields for the sake of economy of understanding. Historically, adaptive control has been very difficult to define explicitly, because it is seen to be superficially similar to feedback control.
1 Artificial Neural Networks ANNs are a type of massively parallel computing architecture based on brain-like information encoding and processing models. The particular class of supervised training or learning ANNs have a similar external form as the linear adaptive filter. That is, there is a desired output behaviour that the ANN tries to learn as it is exposed to input training data and then it tries to generalise that behaviour after training. In this form ANNs offer the following advantages for adaptive filter applications, 1.
Adaptive equalisation of telephone channels to minimise data transmission intersymbol interference was first developed by Lucky in 1965 (Lucky 1965). He used his minimax criterion based zero-forcing algorithm to automatically adjust the tap weights of a transversal equaliser by minimising what he called the peak distortion. This pioneering work by Lucky spearheaded many other significant contributions to the adaptive equalisation problem. In 1969, Gerosho and Proakis, and Miller independently reformulated the adaptive equaliser problem using a mean square-error criterion.