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Scattering Theory

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Author(s): Peter D. Lax and Ralph S. Phpllips (Eds.)
Series: Pure and Applied Mathematics 26
Publisher: Academic Press, Elsevier
Year: 1967

Pages: v-xii, 1-309

Content:
Edited by
Page v

Copyright Page
Page vi

Preface to the Revised Edition
Page ix

Preface to the First Edition
Pages x-xii

Chapter I Introduction
Pages 1-36

Chapter II Representation Theory and the Scattering Operator
Pages 37-59

Chapter III A Semigroup of Operators Related to the Scattering Matrix
Pages 61-91

Chapter IV The Translation Representation for the Solution of the Wave Equation in Free Space
Pages 93-131

Chapter V The Solution of the Wave Equation in an Exterior Domain
Pages 133-176

Chapter VI Symmetric Hyperbolic Systems, the Acoustic Equation with an Indefinite Energy Form, and the Schrödinger Equation
Pages 177-244

Appendix 1 Semigroups of Operators
Pages 245-254

Appendix 2 Energy Decay
Pages 255-259

Appendix 3 Energy Decay for Star-Shaped Obstacles Original Research Article
Pages 261-264
Cathleen S. Morawetz

Appendix 4 Scattering Theory for Maxwell's Equations
Pages 265-267
Georg Schmidt

References
Pages 269-273

Epilogue
Pages 275-305

Index
Pages 307-309