Central extensions and reciprocity laws on algebraic surfaces

@inproceedings{Osipov2005CentralEA,
  title={Central extensions and reciprocity laws on algebraic surfaces},
  author={Dmitry V Osipov},
  year={2005}
}
Reciprocity laws on algebraic surfaces are proved for a certain integer-valued symbol. The interpretation of this symbol as the commutator of liftings of elements in a central extension of a certain group is used in the proof. 

References

Publications referenced by this paper.
SHOWING 1-8 OF 8 REFERENCES

The Infinite Wedge Representation and the Reciprocity Law for Algebraic Curves

E. Arbarello, C. DeConcini, G. KacV.
  • Comm . Math . Phys .
  • 1988

, Residues and Adeles , Funct . Anal . Pril . , 14 ( 1980 ) , no . 1 , 44 - 45 ; English transl . in Func

A. BeilinsonA.

    N . On the arithmetic of two - dimensional schemes , I . Repartitions and residues , Izv . Akad . Nauk SSSR Ser . Mat . 40 ( 1976 ) , no . 4 , 736 - 773 ; English transl

    A. Parshin

      On the intersection index of divisors , Izv . Akad . Nauk SSSR Ser . Mat . 44 ( 1980 ) , 1120 - 1130 ; English transl

      G. LomadzeV.

        The Krichever correspondence for algebraic varieties

        V. OsipovD.
        • Izv . Ross . Akad . Nauk Ser . Mat .