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Nonlinear Wave Equations: A Conference in Honor of Walter A Strauss

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About this book :-
Nonlinear Wave Equations: A Conference in Honor of Walter A. Strauss written by Walter A Strauss, Yan Guo .
This volume presents original research papers and expository articles from the conference in honor of Walter A. Strauss' sixtieth birthday held at Brown University in Providence (RI). The book offers a collection of original papers and expository articles mainly devoted to the study of nonlinear wave equations. The articles cover a wide range of topics, including scattering theory, dispersive waves, classical field theory, mathematical fluid dynamics, kinetic theory, stability theory, and variational methods. The book offers a nice cross-section of current trends and research directions in the study of nonlinear wave equations and related topics.

Book Detail :-
Title: Nonlinear Wave Equations: A Conference in Honor of Walter A. Strauss
Edition:
Author(s): Walter A Strauss, Yan Guo
Publisher: Amer Mathematical Society
Series: Contemporary Mathematics 263
Year: 2000
Pages: 216
Type: PDF
Language: English
ISBN: 0-8218-2071-0,9780821820711,73-1978-197-2,4-1999-1237-1,66-1993-298-3
Country: US
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About Author :- The author Walter Alexander Strauss was born 1937, is American applied mathematician, specializing in partial differential equations and nonlinear waves.
Walter Strauss graduated in 1958 with an BA in mathematics from Columbia University and in 1959 with an MS from the University of Chicago. He received his Ph.D. from the Massachusetts Institute of Technology in 1962 with thesis Scattering for hyperbolic equations under the supervision of Irving Segal. Strauss was a postdoc for the academic year 1962–1963 at the Université de Paris. He was a visiting assistant professor from 1963 to 1966 at Stanford University. At Brown University he was an associate professor from 1966 to 1971 and a full professor from 1971 to the present.
Walter Strauss has done research on "scattering theory in electromagnetism and acoustics, stability of waves, relativistic Yang-Mills theory, kinetic theory of plasmas, theory of fluids, and water waves.

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• Download PDF Partial Differential Equations: An Introduction (Solutions Manual) by Walter A Strauss NEW


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Book Contents :-
Nonlinear Wave Equations: A Conference in Honor of Walter A. Strauss written by Walter A Strauss, Yan Guo cover the following topics. '
Scattering theory in the energy space for a class of Hartee equations J Ginibre and G. Velo
The relativistic Vlasov-Maxwell system in 2D and 25D Robert T. Glassey and Jack Schaeffer
On the wave map problem Manousssos G. Grillakis
On the generalized Antonov Stability Criterion Yan Guo
On the smoothness of trajectories in incompressible perfect fluids Tosio Kato
On the concentration of blow up solutions for the generalzied KdV equation critical in L2 by Carlos E Kenig, Gustavo Ponce and Luis Vega
Heterolinics to periodics of different homotopy type on pi2 by Paul H. Rabinowitz
Homoclinic orbits and Spatiotemporal chaos by Jalal Shatah
Uniform decay estimates for some hyperblic equations by Thomas C. Sideris
The Sine-Gordon adn phi2 models perturbed with sinular potentials by Luis Vazquez


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