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Focusing on the principles of control theory, this book explores how systems transform inputs into outputs through feedback mechanisms governed by differential equations. It delves into the interdisciplinary nature of control theory, intersecting with differential equations, system theory, and statistics. The text highlights the computational challenges involved, covering topics such as numerical analysis, linear algebra, root localization, and optimization. While it presents various numerical analysis issues, it emphasizes that it is not solely about control theory itself.
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Computational Aspects of Linear Control, Claude Brezinski
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- 2011
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