Poles and residues of Eisenstein series for symplectic and unitary groups / [electronic resource] Paul Feit.
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"Volume 61, number 346 (end of volume)."
"The paper used in this journal is acid-free"--T.p. verso.
Bibliography: p. 88-89.
Introduction 0. Notation 1. Definition of the Eisenstein series Part I. Formal Dirichlet series 2. Preliminaries on semi-simple algebras 3. Local unitary groups 4. A theorem on Dirichlet series 5. Representations of one form by another 6. Explicit computations: SP and SU cases 7. A special argument for $\alpha _1$ Part II. The finiteness problem 8. Notation 9. Finiteness theorems 10. The Fourier coefficients 11. The $\Gamma $-factor calculation 12. Three remarks 13. The proof of Theorem 9.1 Part III. Analyticity 14. Positive Fourier expansions Part IV. Algebraic properties 15. A rationality criterion 16. The transfer map 17. Stong approximation 18. Proofs of Theorems 15.1 and 15.2
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Electronic reproduction. Providence, Rhode Island : American Mathematical Society. 2012
Mode of access : World Wide Web
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