Spectral and Scattering Theory

Preface -- Contributors -- 1. Stationary Phase Method with an Estimate of the Remainder Term over a Space of Large Dimension /Daisuke Fujiwara -- 2. Fibration of the Phase Space for the Periodic Non-Linear Schrodinger Equation and for the Periodic Toda Lattice Equations /J. C. Guillot -- 3. Poles of Scattering Matrices for Two Degenerate Convex Bodies /Mitsuru Ikawa -- 4. A Uniqueness Theorem for the N-Body Schrodinger Equation and Its Applications /Hiroshi Isozaki -- 5. Spectral and Scattering Theory for the Laplacian on Asymptotically Euclidian Spaces /Richard B. Melrose -- 6. Tunneling Effects in Momentum Space and Scattering /Shu Nakamura -- 7. Normal Form and Global Solutions for the Klein-Gordon-Zakharov Equations /Tohru Ozawa, Kimitoshi Tsutaya, and Yoshio Tsutsumi -- 8. Pointwise Semiclassical Asymptotics for Total Cross Sections in N-Body Problems /Didier Robert and Xue Ping Wang -- 9. General Characteristics of Non-Linear Dynamics /I. M. Sigal -- 10. Non-Smooth Solutions of the Elastic Wave Equation and Singularities of the Scattering Kernel /Hideo Soga -- 11. Spectral and Scattering Theory for Many-Particle Systems with Stark Effect /Hideo Tamura -- 12. Eigenfunctions of the Continuous Spectrum for the N-Particle Schrodinger Operator /D. Yafaev -- 13. The W?P -Continuity of Wave Operators for Schrodinger Operators. II. Positive Potentials in Even Dimensions m 4 /Kenji Yajima -- 14. Counting Scattering Poles /M. Zworski.