AN ELEMENTARY INTRODUCTION TO THE LANGLANDS PROGRAM PDF

In September , Edward Frenkel gave a series of four lectures at MSRI, ” Elementary Introduction to the Langlands Program”. The videos of the lectures. An Introduction to the Langlands Program present a broad, user-friendly introduction to the Langlands program, that is, Elementary Theory of L- Functions I. Discover Archives, a shared portal for exploring archival holdings at the University of Toronto and its federated colleges.

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MR [Ge l] S.

Maryland Special Year Probram. Piatetski-Shapiro, Representation theory and automorphic functionsSaunders, Philadelphia, MR [Asai] T. Shelstad, Embeddings of L-groupsCanad. Tunnell, Artin’s conjecture for representations or octahedral typeBull.

Gelbart : An elementary introduction to the Langlands program

MR [Tun] J. Platonov, The arithmetic theory of algebraic groupsRussian Math. MR [Kaz] D. Soudry, L and e factors for GS p 4J. Rallis, Langlands’functorially and the Weil representationAmer.

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Dwork, On the Artin root numberAmer. Jacquet, Forms of GL 2 from the analytic point of viewProc. Silberger, Discrete series and classification for p-adic groups.

Langlands, L-functions and automorphic representationsProc.

Mathematical Sciences Research Institute

Tits, Reductive groups over local fields Proc. MR [Lab Lang] J. Shelstad, L-indistinguishability for real groupsMath. Monodromiefiltration und verschwindende Zyklen in ungleicher Charakteristik introducrion, Invent. MR [Shimura 3] G. MackeyHarmonic analysis as the exploitation of symmetry—a historical surveyBull. Shalika, Some conjectures in class field theoryProc.

Fomin, Geodesic flows on manifolds of constant negative curvatureUspekhi Mat.

MR [Ge Ja] S. MR [Shel 4] D. MR [Shimura] G. MR [Shintani] T. France, Paris,pp. Godement, Introduction aux travaux de SelbergSem.

ZagierEisenstein series and the Riemann zeta functionAutomorphic forms, representation theory and arithmetic Bombay,Tata Inst. MR [Cas Fro] J. Harder, Chevalley groups over function fields and automorphic formsAnn.

MR [Flick 4] Y. LanglandsStable conjugacy: Piatetski-Shapiro, Tate theory for reductive groups and distinguished representationsProc. Shintani, On liftings of holomorphic cusp formsProc.

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MR [Shimizu] H. Lipsman, Group representationsLecture Notes in Math. MR [Harder] G. MR [Ge 4] S.