Separation of Variables for Gaudin-calogero Systems

@inproceedings{EnriquezSeparationOV,
  title={Separation of Variables for Gaudin-calogero Systems},
  author={Benjamin Enriquez and Boris Feigin and Vladimir Rubtsov}
}
We construct an elliptic analogue of Sklyanin's separation of variables for the sl(2) Gaudin system, using an adaptation of Drinfeld's Radon transformations. Introduction. The geometric Langlands conjectures, as formulated by Beilinson and Drinfeld in [2], aim at the construction of certain D-modules on the moduli space of G-bundles over (punctured) curves (G a reductive group). Positive characteristic versions of these conjectures had been solved earlier by Drinfeld in [3], in the case G = GL… CONTINUE READING

References

Publications referenced by this paper.
Showing 1-2 of 2 references

Quantification de Leray de la dualité projective

P. Schapira A. d’Agnolo
1994

Two - dimensional representations of the fundamental group of a curve over a finite field and automorphic forms on GL ( 2 )

V. Rubtsov B. Enriquez, E. V. Frenkel, N. Reshetikhin
Amer . J . Math . • 1983

Similar Papers

Loading similar papers…