Symmetry, Phase Modulation and Nonlinear Waves, 9781107188846
Hardcover
Unlock nonlinear waves with phase modulation: simple equations, universal coefficients.

Symmetry, Phase Modulation and Nonlinear Waves

$246.84

  • Hardcover

    236 pages

  • Release Date

    3 July 2017

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Summary

Unveiling Nonlinear Waves: Symmetry, Phase Modulation, and the Universal Language of Nature

Nonlinear waves are a ubiquitous phenomenon, yet their complexity often obscures their true nature. This book offers a novel approach to understanding these waves through the lens of phase modulation, presenting a unified framework for their modeling and analysis.

More than just an exploration of phase modulation, this work serves as a comprehensive resource, drawing together essentia…

Book Details

ISBN-13:9781107188846
ISBN-10:1107188849
Series:Cambridge Monographs On Applied And Computational Mathematics
Author:Thomas J. Bridges
Publisher:Cambridge University Press
Imprint:Cambridge University Press
Format:Hardcover
Number of Pages:236
Release Date:3 July 2017
Weight:462g
Dimensions:262mm x 160mm
What They're Saying

Critics Review

‘This book has been written by a well-established researcher in the field. His expertise is evidenced by the deft exposition of relatively challenging material. In that regard, one of the very useful functions of this book is its provision of a number of background mathematical techniques in Hamiltonians systems, symplectic geometry, Noether theory and Lagrangian field theory.’ K. Alan Shore, Contemporary Physics ‘This book has been written by a well-established researcher in the field. His expertise is evidenced by the deft exposition of relatively challenging material. In that regard, one of the very useful functions of this book is its provision of a number of background mathematical techniques in Hamiltonians systems, symplectic geometry, Noether theory and Lagrangian field theory.’ K. Alan Shore, Contemporary Physics

About The Author

Thomas J. Bridges

Thomas J. Bridges is currently Professor of Mathematics at the University of Surrey. He has been researching the theory of nonlinear waves for over 25 years. He is co-editor of the volume Lectures on the Theory of Water Waves (Cambridge, 2016) and he has over 140 published papers on such diverse topics as multisymplectic structures, Hamiltonian dynamics, ocean wave energy harvesting, geometric numerical integration, stability of nonlinear waves, the geometry of the Hopf bundle, theory of water waves and phase modulation.

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