Automorphic forms, representations and L-functions [proceedings of the Symposium in Pure Mathematics of the American Mathematical Society, held at Oregon State University, Corvallis, Oregon, July 11 - August 5, 1977] 1 : [proceedings of the Symposium in P

Part 1 contains sections on Reductive groups, representations, Automorphic forms and representations) Copyright......Page 1 Contents......Page 5 Foreword......Page 17 Reductive groups by T.A. Springer......Page 25 Representations of reductive Lie groups by N.R. Wallach......Page 289 Representations of $GL_{2}(R) and GL_{2}(C)$ by A.W. Knapp......Page 353 Normalizing factors, tempered...by A.W. Knapp and G. Zuckerman......Page 373 Orbital integrals for $GL_{2}(R)$ by D. Shelstad......Page 425 Representations of {german p}-adic groups: A survey by P. Cartier......Page 441 Cuspidal unramified series....by P. Gerardin......Page 621 Some remarks on the supercuspidal....by G. Lusztig......Page 673 Decomposition of representations into tensor products by D. Flath......Page 693 Classical and adelic automorphic forms.... by I. Piatetski-Shapiro......Page 713 Automorphic forms and automorphic....by A. Borel and H. Jacquet......Page 729 On the notion of an automorphic representation.... by R.P. Langlands......Page 785 Multiplicity one theorems by I. Piatetski-Shapiro......Page 805 Forms of $GL(2)$ from the analytic...by S. Gelbart and H. Jacquet......Page 821 Eisenstein series and the trace formula by J. Arthur......Page 977 Part 2 contains sections on Automorphic representations and $L$-functions, Arithmetical algebraic geometry and $L$-functions Contains sections on Automorphic representations and L-functions as well as Arithmetical algebraic geometry and L-functions.