Papers in Mathematics

• A. Beilinson and V. Drinfeld,  Quantization of Hitchin's Integrable System and Hecke Eigensheaves  (pages 1-100, pages 101-200, pages 201-300, pages 301-384).
  


• E. Frenkel, Gaudin model and opers, math.QA/0407524.
  


• E. Frenkel and D. Gaitsgory, Geometric realizations of Wakimoto modules at the critical level, math.RT/0603524.
  

• E. Frenkel and D. Gaitsgory, Localization of g^-modules on the affine Grassmannian, math.RT/0512562.      

• E. Frenkel and D. Gaitsgory, Fusion and convolution: applications to affine Kac-Moody algebras at the critical level, math.RT/0511284.


• E. Frenkel and D. Gaitsgory, Local geometric Langlands correspondence and affine Kac-Moody algebras, math.RT/0508382.


• E. Frenkel, D. Gaitsgory, and K. Vilonen, On the Geometric Langlands Conjecture,  Journal of Amer. Math. Soc., 15 (2002),  No. 2, 367-417, (Journal article, math.AG/0012255).

• E. Frenkel, D. Gaitsgory, and K. Vilonen, Whittaker Patterns in the Geometry of Moduli Spaces of Bundles on Curves, Annals of Math, Volume 153 (2001), No. 3,  699-748, (Journal article,  math.AG/9907133).

• E. Frenkel, D. Gaitsgory, D. Kazhdan, and K. Vilonen,  Geometric Realization of Whittaker Functions and the Langlands Conjecture, Journal of Amer. Math. Soc., 11 (1998), No. 2,  451-484, (Journal article,  alg-geom/9703022).

• E. Frenkel, C. Teleman, Self-extensions of Verma modules and differential forms on opers, math.QA/0401428.
  

• D. Gaitsgory, On a Vanishing Conjecture Appearing in the Geometric Langlands  Correspondence, math.AG/0204081.

• D. Gaitsgory, On de Jong's Conjecture, math.AG/0402184.

• G. Laumon, Faisceaux automorphes pour GLn: la premi`ere construction de Drinfeld, alg-geom/9511004.

• G. Laumon, Travaux de Frenkel, Gaitsgory et Vilonen sur la correspondance de Drinfeld-Langlands, (French) [Works of Frenkel, Gaitsgory and Vilonen on the Drinfeld-Langlands correspondence] Séminaire Bourbaki. Vol. 2001/2002.  Astérisque  No. 290 (2003), Exp. No. 906, ix, 267--284, math.AG/0207078.

• G. Laumon, La correspondance de Langlands sur les corps de fonctions [d'apr\`es Laurent Lafforgue], (French) [The Langlands correspondence on function fields (following Laurent Lafforgue)] Séminaire Bourbaki, Vol. 1999/2000, Astérisque  No. 276 (2002), 207--265,  math.AG/0003131.

• I. Mirkovic and K. Vilonen, Geometric Langlands Duality and Representations of Algebraic Groups over Commutative Rings, math.RT/0401222.