Chiral Poincaré duality
arXiv:math/9905008
Abstract
The aim of this note is to prove the analogue of Poincaré duality in the chiral Hodge cohomology.
14 pages, TeX. A remark added
Cited by in corpus (11)
- Partition Functions, Localization, and the Chiral de Rham complex
- Two-Dimensional Twisted Sigma Models, the Mirror Chiral de Rham Complex, and Twisted Generalised Mirror Symmetry
- Hodge-elliptic genera and how they govern K3 theories
- Two-Dimensional Twisted Sigma Models And The Theory of Chiral Differential Operators
- Representations of Lie algebra of vector fields on a torus and chiral de Rham complex
- The Chiral de Rham Complex and Positivity of the Equivariant Signature of the Loop Space
- Invariant subalgebras of the small superconformal algebra
- Y-Formalism and Curved Beta-Gamma Systems
- The Half-Twisted Orbifold Sigma Model and the Chiral de Rham Complex
- On Indecomposable Non-Simple -graded Vertex Algebras
- On certain vertex algebras and their modules associated with vertex algebroids