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Boundary Control of PDEs
monograph
Author(s):
Miroslav Krstic
,
Andrey Smyshlyaev
Publication date
(Online):
April 25 2012
Publisher:
Society for Industrial and Applied Mathematics
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Book
ISBN (Print):
978-0-89871-650-4
ISBN (Electronic):
978-0-89871-860-7
Publication date (Print):
January 2008
Publication date (Online):
April 25 2012
DOI:
10.1137/1.9780898718607
SO-VID:
6c26669d-2885-4850-9522-dbe95670d100
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Book chapters
pp. 1
Chapter 1: Introduction
pp. 13
Chapter 2: Lyapunov Stability
pp. 23
Chapter 3: Exact Solutions to PDEs
pp. 29
Chapter 4: Parabolic PDEs: Reaction-Advection-Diffusion and Other Equations
pp. 53
Chapter 5: Observer Design
pp. 65
Chapter 6: Complex-Valued PDEs: Schrödinger and Ginzburg–Landau Equations
pp. 79
Chapter 7: Hyperbolic PDEs: Wave Equations
pp. 89
Chapter 8: Beam Equations
pp. 109
Chapter 9: First-Order Hyperbolic PDEs and Delay Equations
pp. 115
Chapter 10: Kuramoto–Sivashinsky, Korteweg–deVries, and Other “Exotic” Equations
pp. 119
Chapter 11: Navier–Stokes Equations
pp. 131
Chapter 12: Motion Planning for PDEs
pp. 145
Chapter 13: Adaptive Control for PDEs
pp. 161
Chapter 14: Towards Nonlinear PDEs
pp. 173
Appendix: Bessel Functions
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