Part of the Lecture Notes in Mathematics book series (LNM, volume 728)
The Eichler Commutation Relation and the continuous spectrum of the weil representation
KeywordsEisenstein Series Automorphic Form Double Coset Unipotent Radical Elementary Divisor
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- 3.Borel, A., "Automorphic L-functions," lectures at 1977 AMS Summer Institute, Corvallis.Google Scholar
- 4.Eichler, M., "Quadratische Formen und Orthogonale Gruppen," Grundlehren Series of Springer Verlag, Band 63, 1974 (2nd ed.).Google Scholar
- 6.Gelbart, S., "Automorphic Forms on Adelic Groups," Annals of Math Series, vol. 83, Princeton University Press (1975).Google Scholar
- 7.Gelbart, S., "Weil's Representation and the Spectrum of the Metaplectic Group," Springer Lecture Notes, No. 530, 1976.Google Scholar
- 8.Howe, R., "Correspondence of Hecke Operators in Theory of ϑ-series," lecture at AMS Summer Institute, Corvallis, 1977.Google Scholar
- 9.Kneser, M., "Semi-Simple Algebraic Groups," Algebraic Number Theory (Cassels and Frohlich, editors), Thompson Book Company, (1967), pp. 250–264.Google Scholar
- 10.Rallis, S., "The Ideal of Relations Generated by the Weil Representation," preprint.Google Scholar
- 11.Satake, I., "Theory of Spherical Functions on Reductive Algebraic Groups over p-adic Fields," Publ. Math. Inst. Hautes Études Sci., No. 18, 1963.Google Scholar
- 12.Shimura, "Arithmetic Theory of Automorphic Forms," Tokyo-Princeton, Iwanami Shoten Publishers and Princeton University Press, (1971).Google Scholar
© Springer-Verlag Berlin Heidelberg 1979