Add to ORKGKrichever-Novikov algebras of meromorphic vector fields with more than two poles on higher genus Riemann surfaces are introduced. The stucture of these algebras and their induced modules of forms of weight λ is studied
We explain how the recently again discussed $N$-point Witt, Virasoro, and affine Lie algebras are ge...
By the classical genus zero Sugawara construction one obtains from admissible representations of aff...
Some aspects of conformal field theory over Riemann surfaces are examined. We study, in particular, ...
For the Krichever-Novikov algebras and modules of meromorphic vector fields and forms with more than...
During the last few years much work has been devoted to trying to reconcile the operator formalism i...
In the first part of this survey we recall the definition and some of the constructions related...
For the generalized Krichever-Novikov algebras of meromorphic vector fields and their induced module...
Krichever--Novikov type algebras are generalizations of the Witt, Virasoro, affine Lie algebras, and...
We show how the recently again discussed $N$-point Witt, Virasoro, and affine Lie algebras are genus...
Krichever and Novikov introduced certain classes of infinite dimensionalLie algebrasto extend the Vi...
International audienceThis article is a continuation of previous work on the cohomology of Krichever...
Krichever--Novikov type algebras are generalizations of the Witt, Virasoro, affine Lie algebras, an...
This talk reviews results on the structure of algebras consisting of meromorphic differential operat...
This talk reviews results on the structure of algebras consisting of meromorphic differential operat...
Elements of a global operator approach to the WZWN theory for compact Riemann surfaces of arbitrary ...
We explain how the recently again discussed $N$-point Witt, Virasoro, and affine Lie algebras are ge...
By the classical genus zero Sugawara construction one obtains from admissible representations of aff...
Some aspects of conformal field theory over Riemann surfaces are examined. We study, in particular, ...
For the Krichever-Novikov algebras and modules of meromorphic vector fields and forms with more than...
During the last few years much work has been devoted to trying to reconcile the operator formalism i...
In the first part of this survey we recall the definition and some of the constructions related...
For the generalized Krichever-Novikov algebras of meromorphic vector fields and their induced module...
Krichever--Novikov type algebras are generalizations of the Witt, Virasoro, affine Lie algebras, and...
We show how the recently again discussed $N$-point Witt, Virasoro, and affine Lie algebras are genus...
Krichever and Novikov introduced certain classes of infinite dimensionalLie algebrasto extend the Vi...
International audienceThis article is a continuation of previous work on the cohomology of Krichever...
Krichever--Novikov type algebras are generalizations of the Witt, Virasoro, affine Lie algebras, an...
This talk reviews results on the structure of algebras consisting of meromorphic differential operat...
This talk reviews results on the structure of algebras consisting of meromorphic differential operat...
Elements of a global operator approach to the WZWN theory for compact Riemann surfaces of arbitrary ...
We explain how the recently again discussed $N$-point Witt, Virasoro, and affine Lie algebras are ge...
By the classical genus zero Sugawara construction one obtains from admissible representations of aff...
Some aspects of conformal field theory over Riemann surfaces are examined. We study, in particular, ...