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Item Details
Title: SPECTRAL AND SCATTERING THEORY
By: Alexander G. Ramm (Editor)
Format: Hardback

List price: £109.99


We currently do not stock this item, please contact the publisher directly for further information.

ISBN 10: 0306458292
ISBN 13: 9780306458293
Publisher: SPRINGER SCIENCE+BUSINESS MEDIA
Pub. date: 30 April, 1998
Edition: 1998 ed.
Pages: 208
Description: Proceedings of Sessions from the First Congress of the International Society for Analysis, Applications and Computing held in Newark, Delaware, June, 2-, 1997
Synopsis: In this volume selected papers delivered at the special session on "Spectral and scattering theory" are published. This session was organized by A. G. Ramm at the first international congress ofISAAC (International Society for Analysis, Applications and Computing) which was held at the University of Delaware, June 3-7, 1997.The papers in this volume deal with a wide va- riety of problems including some nonlinear problems (Schechter, Trenogin), control theory (Shubov), fundamental problems of physics (Kitada), spectral and scattering theory in waveg- uides and shallow ocean (Ramm and Makrakis), inverse scattering with incomplete data (Ramm), spectral theory for Sturm-Liouville operators with singular coefficients (Yurko) and with energy-dependent coefficients (Aktosun, Klaus, and van der Mee), spectral theory of SchrOdinger operators with periodic coefficients (Kuchment, Vainberg), resolvent estimates for SchrOdinger-type and Maxwell's operators (Ben-Artzi and Nemirovsky), SchrOdinger oper- ators with von Neumann-Wignertype potentials (Rejto and Taboada), principal eigenvalues for indefinite-weight elliptic operators (pinchover), and symmetric solutions of Ginzburg-Landau equations (Gustafson). These papers will be of interest to a wide audience including mathematicians, physicists, and theoretically oriented engineers. A. G. Ramm Manhattan, KS v CONTENTS 1. Wave Scattering in 1-0 Nonconservative Media ...Tuncay Aktosun, Martin Klaus, and Comelis van der Mee 2.Resolvent Estimates for SchrOdinger-type and Maxwell Equations with Applications ...19 Matania Ben-Artzi and Jonathan Nemirovsky 3. Symmetric Solutions of Ginzburg-Landau Equations 33 S. Gustafson 4. Quantum Mechanics and Relativity: Their Unification by Local Time ...39 Hitoshi Kitada 5.
Illustrations: VIII, 208 p.
Publication: US
Imprint: Kluwer Academic/Plenum Publishers
Returns: Returnable
Some other items by this author:
ANALYSIS OF THE NAVIER-STOKES PROBLEM
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CREATING MATERIALS WITH A DESIRED REFRACTION COEFFICIENT (PB)
CREATING MATERIALS WITH A DESIRED REFRACTION COEFFICIENT (SECOND EDITION) (HB)
DYNAMICAL SYSTEMS METHOD AND APPLICATIONS
DYNAMICAL SYSTEMS METHOD AND APPLICATIONS
DYNAMICAL SYSTEMS METHOD AND APPLICATIONS
DYNAMICAL SYSTEMS METHOD AND APPLICATIONS
DYNAMICAL SYSTEMS METHOD AND APPLICATIONS (HB)
DYNAMICAL SYSTEMS METHOD FOR SOLVING NONLINEAR OPERATOR EQUATIONS (HB)
INVERSE OBSTACLE SCATTERING WITH NON-OVER-DETERMINED SCATTERING DATA
INVERSE OBSTACLE SCATTERING WITH NON-OVER-DETERMINED SCATTERING DATA
INVERSE OBSTACLE SCATTERING WITH NON-OVER-DETERMINED SCATTERING DATA (HB)
INVERSE PROBLEMS (HB)
INVERSE PROBLEMS (PB)
INVERSE PROBLEMS, TOMOGRAPHY, AND IMAGE PROCESSING (HB)
INVERSE PROBLEMS, TOMOGRAPHY, AND IMAGE PROCESSING (PB)
ITERATIVE METHODS FOR CALCULATING STATIC FIELDS AND WAVE SCATTERING BY SMALL BODIES (PB)
NAVIER-STOKES PROBLEM
NAVIER-STOKES PROBLEM
NAVIER-STOKES PROBLEM (HB)
OPERATOR THEORY AND ITS APPLICATIONS (HB)
RADON TRANSFORM AND LOCAL TOMOGRAPHY
RANDOM FIELDS ESTIMATION (HB)
SCATTERING BY OBSTACLES (HB)
SCATTERING BY OBSTACLES (PB)
SCATTERING BY OBSTACLES AND POTENTIALS (HB)
SCATTERING OF ACOUSTIC AND ELECTROMAGNETIC WAVES BY SMALL IMPEDANCE BODIES OF ARBITRARY SHAPES: APPLICATIONS TO CREATING NEW ENGINEERED MATERIALS (HB)
SPECTRAL AND SCATTERING THEORY (PB)
SYMMETRY PROBLEMS
SYMMETRY PROBLEMS. THE NAVIER-STOKES PROBLEM.
SYMMETRY PROBLEMS. THE NAVIER-STOKES PROBLEM. (HB)
THE RADON TRANSFORM AND LOCAL TOMOGRAPHY (HB)
THEORY AND APPLICATIONS OF SOME NEW CLASSES OF INTEGRAL EQUATIONS (PB)
WAVE SCATTERING BY SMALL BODIES OF ARBITRARY SHAPES
WAVE SCATTERING BY SMALL BODIES OF ARBITRARY SHAPES (HB)

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