Article:Math.AG/9811155/unidentified-references: Difference between revisions

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A. Beilinson, On the derived category of perverse sheaves, in {\it $K$-theory, Arithmetic and Geometry} (Moscow, 1984--1986), 27--41, Lecture Notes in Math., 1289, Springer, 1987.

A.~Beilinson, V.~Drinfeld, {\it Quantization of Hitchin's integrable system and Hecke eigensheaves}, preprint.

A. Beilinson, J. Bernstein, P. Deligne, {\it Faisceaux pervers}, Ast\'erisque {\bf 100} (1982).

N. Bourbaki, {\it Groupes et alg\`ebres de Lie}, Chapters 4,5 et 6. Hermann, Paris 1968.



P. Deligne, {\it La conjecture de Weil, II}, Publ. Math. IHES {\bf 52} (1980), 313--428.

P. Deligne, {\it Les immeubles des groupes de tresses g\'en\'eralis\'es}, Invent. Math. {\bf 17} (1972), 273--302.

P. Deligne, {\it Action du groupe des tresses sur une cat\'egorie}, Invent. Math. {\bf 128} (1997), 159--175.

P. Deligne, G. Lusztig, {Representations of reductive groups over finite fields}, Ann. of Math. (2) {\bf 103} (1976), 103--161.

D. Kazhdan, G. Laumon, {\it Gluing of perverse sheaves and discrete series representations}, J. Geometry and Physics {\bf 5} (1988), 63--120.

G. Laumon, {\it Transformation de Fourier, constantes d'\'equations fonctionnelles et conjecture de Weil}, Publ. Math. IHES {\bf 65} (1987), 131--210.

G. Lusztig, {\it Characters of Reductive Groups over a Finite Field}, Princeton University Press, 1984.

{\em Th\'eorie de topos et cohomologie \'etale des sch\'emas}, Tome 3, SGA 4, Lecture Notes in Math., 305, Springer, 1973.

H.~Wenzl, {\it Quantum groups and subfactors of type $B$, $C$, and $D$}. Comm. Math. Phys. {\bf 133} (1990), 383--432.

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Latest revision as of 04:13, 17 September 2006

 

  A. Beilinson,   On  the  derived category of perverse sheaves, in {\it $K$-theory, Arithmetic and Geometry} (Moscow, 1984--1986), 27--41, Lecture Notes in Math., 1289, Springer, 1987. 

 A.~Beilinson, V.~Drinfeld, {\it Quantization of Hitchin's integrable system and Hecke eigensheaves}, preprint. 

 A. Beilinson, J. Bernstein, P. Deligne, {\it Faisceaux pervers}, Ast\'erisque {\bf 100} (1982). 

 N. Bourbaki, {\it Groupes et alg\`ebres de Lie}, Chapters 4,5 et 6. Hermann, Paris 1968. 



 P. Deligne, {\it La conjecture de Weil, II}, Publ. Math. IHES {\bf 52} (1980), 313--428. 

 P. Deligne, {\it Les immeubles des groupes de tresses g\'en\'eralis\'es}, Invent. Math. {\bf 17} (1972), 273--302. 

 P. Deligne, {\it  Action du groupe des tresses sur une cat\'egorie}, Invent. Math. {\bf 128} (1997), 159--175. 

  P. Deligne, G. Lusztig, {Representations of reductive groups over finite fields},  Ann. of Math. (2) {\bf 103} (1976), 103--161. 

 D. Kazhdan, G. Laumon, {\it Gluing of perverse sheaves and discrete series representations}, J. Geometry and Physics  {\bf 5} (1988), 63--120. 

 G. Laumon, {\it Transformation de Fourier, constantes d'\'equations fonctionnelles et conjecture de Weil}, Publ. Math. IHES {\bf 65} (1987), 131--210. 

 G. Lusztig, {\it Characters of Reductive Groups over a Finite Field}, Princeton University Press, 1984. 

 {\em Th\'eorie de topos et cohomologie \'etale des sch\'emas}, Tome 3, SGA 4, Lecture Notes in Math., 305, Springer, 1973. 

 H.~Wenzl, {\it Quantum groups and subfactors of type $B$, $C$, and $D$}. Comm. Math. Phys. {\bf 133} (1990), 383--432.