Ranking-Selberg Convolutions for SO21 Plus 1 times GLn : Local Theory.
Soudry, David.
Ranking-Selberg Convolutions for SO21 Plus 1 times GLn : Local Theory. - 1st ed. - 1 online resource (113 pages) - Memoirs of the American Mathematical Society ; v.105 . - Memoirs of the American Mathematical Society .
Intro -- Contents -- 0. Introduction and Preliminaries -- 1. The Integrals to be Studied -- 2. Estimates for Whittaker Functions on G[sub(l)](Nonarchimedean Case) -- 3. Estimates for Whittaker Functions on G[sub(l)] (Archimedean Case) -- 4. Convergence of the Integrals (Nonarchimedean Case) -- 5. Convergence of the Integrals (Archimedean Case) -- 6. A(W,ξ[sub(r,s)]) Can Be Made Constant (Nonarchimedean Case) -- 7. An Analog in the Archimedean Case -- 8. Uniqueness Theorems -- 9. Application of the Intertwining Operator -- 10. Definition of Local Factors -- 11. Multiplicativity of the γ Factor (Case I < -- n, First Variable) -- 12. The Unramified Computation.
9781470400774
Convolutions (Mathematics).
Gamma functions.
L-functions.
Functional equations.
Electronic books.
QA601 -- .S683 1993eb
511.3/3
Ranking-Selberg Convolutions for SO21 Plus 1 times GLn : Local Theory. - 1st ed. - 1 online resource (113 pages) - Memoirs of the American Mathematical Society ; v.105 . - Memoirs of the American Mathematical Society .
Intro -- Contents -- 0. Introduction and Preliminaries -- 1. The Integrals to be Studied -- 2. Estimates for Whittaker Functions on G[sub(l)](Nonarchimedean Case) -- 3. Estimates for Whittaker Functions on G[sub(l)] (Archimedean Case) -- 4. Convergence of the Integrals (Nonarchimedean Case) -- 5. Convergence of the Integrals (Archimedean Case) -- 6. A(W,ξ[sub(r,s)]) Can Be Made Constant (Nonarchimedean Case) -- 7. An Analog in the Archimedean Case -- 8. Uniqueness Theorems -- 9. Application of the Intertwining Operator -- 10. Definition of Local Factors -- 11. Multiplicativity of the γ Factor (Case I < -- n, First Variable) -- 12. The Unramified Computation.
9781470400774
Convolutions (Mathematics).
Gamma functions.
L-functions.
Functional equations.
Electronic books.
QA601 -- .S683 1993eb
511.3/3