Representation Theory and Harmonic Analysis: A Conference in Honor of Ray A. Kunze, January 12-14, 1994, Cincinnati, Ohio

The assigned topic of the 16 papers was group representation and its applications to harmonic analysis, but the authors are no longer Kunze's students and can do what they want. So they discuss a diversity of mathematics, including algebraic and geometric perspectives in representation theory, quite classical analysis in higher dimensions, Lie algebra cohomology, projective and integral geometry, invariant differential operators and the work of Hairsh-Chandra, and p -adic representation. No index. Member prices are $33 for individuals and $44 for institutions. Annotation copyright Book News, Inc. Portland, Or.