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A Functional Analysis Framework for Modeling, Estimation and Control in Science and Engineering (Paperback)
  • A Functional Analysis Framework for Modeling, Estimation and Control in Science and Engineering (Paperback)
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A Functional Analysis Framework for Modeling, Estimation and Control in Science and Engineering (Paperback)

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£53.99
Paperback 280 Pages / Published: 18/09/2018
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A Modern Framework Based on Time-Tested Material
A Functional Analysis Framework for Modeling, Estimation and Control in Science and Engineering presents functional analysis as a tool for understanding and treating distributed parameter systems. Drawing on his extensive research and teaching from the past 20 years, the author explains how functional analysis can be the basis of modern partial differential equation (PDE) and delay differential equation (DDE) techniques.

Recent Examples of Functional Analysis in Biology, Electromagnetics, Materials, and Mechanics
Through numerous application examples, the book illustrates the role that functional analysis-a classical subject-continues to play in the rigorous formulation of modern applied areas. The text covers common examples, such as thermal diffusion, transport in tissue, and beam vibration, as well as less traditional ones, including HIV models, uncertainty in noncooperative games, structured population models, electromagnetics in materials, delay systems, and PDEs in control and inverse problems. For some applications, computational aspects are discussed since many problems necessitate a numerical approach.

Publisher: Taylor & Francis Ltd
ISBN: 9781138374638
Number of pages: 280
Weight: 454 g
Dimensions: 234 x 156 mm


MEDIA REVIEWS

"The book under review has the valuable advantage of being of interest to both mathematicians and engineers. ... appropriate tools are carefully introduced and discussed in detail, and they are readily applied to practical situations related to the models derived from the generic examples. The main thrust of the book consists of those parts and topics of functional analysis that are fundamental to rigorous discussions of practical differential equations and delay systems as they arise in diverse applications and in particular in control and estimation."
-Larbi Berrahmoune, Mathematical Reviews, May 2013

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