"This useful volume, based on the Taniguchi International Workshop held recently in Sanda, Hyogo, Japan, discusses current problems and offers the mostup-to-date methods for research in 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.
MITSURU IKAWA is a Professor of Mathematics at Osaka University, Japan. The author of more than 40 professional papers and book chapters, he is a member of the Mathematical Society of Japan, and serves as editor of the Osaka Journal of Mathematics and associate editor of the Japanese Journal of Mathematics. Dr. Ikawa received the B.Sc. (1965) and M.Sc.(1967) degrees in mathematics from Kyoto University, Japan, and the Ph.D. degree (1970)in mathematics from Osaka University, Japan.
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