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.
WaldspurgerCorrespondance de ShimuraJ. Drinfeld, Langlands conjecture for GL 2 over function fieldsProc. Gross, On the evolution of non-commutative harmonic analysisAmer. Cartier, Representations of p-adic groups: MR [Langlands 5] R. MR [R S] S. PlatonovArithmetic theory of algebraic groupsUspekhi Mat. MR [Shimizu] H. MR [Mackey] G. Lipsman, Group representationsLecture Notes in Math.
Shelstad, Notes on L-indistinguishability based on a lecture of R. MR [Art 3] J. MR [Mac] I. Monthly 85no. MR [Shel 4] D.
Mathematical Sciences Research Institute
Gelbart, Elliptic curves and automorphic representationsAdv. Langlands, Base change for GL 2Ann. MR [Rib] K. MR [Kaz] D. MR [God 2] R. Schiffmann, Automorphic forms constructed from the Weil representation: II, Lecture Notes in Math.
MR [Kudla] S. MR [Tate 2] J.
“An elementary introduction to the Langlands Program” / by Stephen Gelbart – Discover Archives
Wiles, Class fields of abelian extensions of Q, Invent. Langlands, Euler productsYale Univ.
Nauk 7no. Tunnell, Artin’s conjecture for representations or octahedral typeBull. Langlands, L-indistinguishability for SL 2Canad. Springer, Reductive groups Proc. Jacquet, Automorphic forms and automorphic representationsProc. MR [We 3] A. Gelbart, Examples of dual reductive pairsProc. MR [Cas Fro] J. rhe
Shalika, On Euler products and the classification of automorphic representations. MR [Rob 3]A. MR Robert E.
MR [Langlands 9] R. Shelstad, Embeddings of L-groupsCanad. Arthur, The trace formula in invariant formAnn. Piatetski-Shapiro, L-functions for GSp 4preprint, MR [Tate] J. MRhttps: MR [Flick 1] Y. References [Enhancements On Off] What’s this? I, II, Duke Math. MR [Shalika] J.
Gelbart : An elementary introduction to the Langlands program
Flicker, Automorphic forms on covering groups of GL 2Invent. MR [We 2] A. Warner, Harmonic analysis on semi-simple Lie groups. MR [Langlands 1] R.