This text focuses on the spectral and scattering theory of quantum Hamiltonians describing systems of N interacting particles in an external constant magnetic field, and is based on results obtained by the authors from 1993 to 1999. Coverage includes fundamentals of magnetic Hamiltonians, reducing transformations, and bound and scattering states; geometric methods; the Mourre theory; basic propagation estimates; and wave operators and scattering theory. For researchers and graduate students in mathematical physics, this book assumes familiarity with quantum mechanics, functional analysis, and modern PDE theory. The authors' credentials are not given. Annotation c. Book News, Inc., Portland, OR (booknews.com)