GEOMETRIC IDEAS IN LIE GROUP HARMONIC ANALYSIS THEORY.
INSTITUTE FOR ADVANCED STUDY PRINCETON N J
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Some underlying geometric-group theoretic principles are developed that have a wide applicability to problems in group representation theory and mathematical physics. Applications are presented to such topics as Asymptotic behavior of group representation matrix elements generalized functions on manifold contraction of the Poincare to the Gibleon group generalized function solutions of the Klein-Gordon equation and rapidly decreasing functions on manifolds and Lie groups. Author
- Theoretical Mathematics
- Quantum Theory and Relativity