Time-Variant and Quasi-Separable Systems: Matrix Theory, Recursions and Computations
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Matrix theory is the lingua franca of everyone who deals with dynamically evolving systems, and familiarity with efficient matrix computations is an essential part of the modern curriculum in dynamical systems and associated computation. This is a master's-level textbook on dynamical systems and computational matrix algebra. It is based on the remarkable identity of these two disciplines in the context of linear, time-variant, discrete-time systems and their algebraic equivalent, quasi-separable systems. The authors' approach provides a single, transparent framework that yields simple derivations of basic notions, as well as new and fundamental results such as constrained model reduction, matrix interpolation theory and scattering theory. This book outlines all the fundamental concepts that allow readers to develop the resulting recursive computational schemes needed to solve practical problems. An ideal treatment for graduate students and academics in electrical and computer engineering, computer science and applied mathematics.
Format:Hardcover
Language:English
ISBN:1009455621
ISBN13:9781009455626
Release Date:October 2024
Publisher:Cambridge University Press
Length:330 Pages
Weight:1.60 lbs.
Dimensions:0.8" x 6.7" x 9.6"
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