Mathematical Scattering Theory

Basic notation Introduction Basic concepts Smooth theory. The Schrodinger operator Smooth theory. General differential operators Scattering for perturbations of trace class type Scattering on the half-line One-dimensional scattering The limiting absorption principle (LAP), the radiation conditions and the expansion theorem High- and lower-energy asymptotics The scattering matrix (SM) and the scattering cross section The spectral shift function and trace formulas The Schrodinger operator with a long-range potential The LAP and radiation estimates revisited Review of the literature Bibliography Index