- Analysis on anticommuting self-adjoint operators by A. Arai Asymptotics for the Painleve II equation: Announcement of results by P. A. Deift and X. Zhou Eigenvalue properties of Schrodinger operators by W. D. Evans, R. T. Lewis, and Y. Saito Stationary phase method with estimate of remainder term over a space of large dimension by D. Fujiwara Commutator algebra and resolvent estimates by C. Gerard, H. Isozaki, and E. Skibsted Scattering theory in the energy space for a class of nonlinear wave equations by J. Ginibre The relativistic Boltzmann equation near equilibrium by R. T. Glassey and W. A. Strauss On spectral theory for Schrodinger operators with magnetic potentials by B. Helffer $H^1$-blow up solutions for Peker-Choquard type Schrodinger equations by H. Hirata On scattering by two degenerate convex bodies by M. Ikawa Blowing-up behavior for solutions of nonlinear elliptic equations by T. Itoh Mapping properties of functions of Schrodinger operators between $L^p$-spaces and Besov spaces by A. Jensen and S. Nakamura Absolute continuity of the essential spectrum for some linearized MHD operator by T. Kako Singularities of solutions to system of wave equations with different speed by K. Kato An $L^{q, r}$-theory for nonlinear Schrodinger equations by T. Kato Helmholtz-type equation on non-compact two-dimensional Riemannian manifolds by R. Konno On a backward estimate for solutions of parabolic differential equations and its application to unique continuation by K. Kurata Large atoms in the magnetic field of a neutron star by E. H. Lieb Sufficient condition for non-uniqueness of the positive Cauchy problem for parabolic equations by M. Murata Trudinger's inequality and related nonlinear elliptic equations in two-dimension by T. Ogwa and T. Suzuki Asymptotic behavior of solutions for the coupled Klein-Gordon-Schrodinger equations by T. Ozawa and Y. Tsutsumi Inverse iteration method with a complex parameter II by T. Suzuki Asymptotics for the number of negative eigenvalues of three-body Schrodinger operators with Efimov effect by H. Tamura.
- (source: Nielsen Book Data)

This book contains the proceedings from a conference on Spectral and Scattering Theory, held in July 1992 at Tokyo Institute of Technology, in celebration of the sixtieth birthday of ShigeToshi Kuroda. The book is an up-to-date guide to recent results in spectral and scattering theory and applications to linear and nonlinear equations. Among the application areas covered are Schrodinger and wave equations, Boltzmann and MHD equations, and elliptic and parabolic equations. Abstract spectral theory is also discussed. This book presents many interesting and important new results as well as comprehensive surveys by leading experts in the field. This book is aimed at mathematicians and graduate students in operator theory, partial differential equations, mathematical physics, and applied mathematics, in addition to physicists and chemists working in such areas as atomic or molecular physics.

(source: Nielsen Book Data)