Article:Math.AG/9912104
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- Title: Hilbert schemes, wreath products, and the McKay correspondence
- Author: Weiqiang Wang
- On the arxiv: abstract pdf src
- Citebase
References
On the arxiv
- Miles Reid, McKay correspondence, local page, arxiv:alg-geom/9702016.
- Yukari Ito and Hiraku Nakajima, McKay correspondence and Hilbert schemes in dimension three, local page, arxiv:math.AG/9803120.
- Mark Andrea A. de Cataldo and Luca Migliorini, The Douady space of a complex surface, local page, arxiv:math.AG/9811159.
- M. Kapranov and E. Vasserot, Kleinian singularities, derived categories and Hall algebras, local page, arxiv:math.AG/9812016.
- Michela Varagnolo and Eric Vasserot, On the K-theory of the cyclic quiver variety, local page, arxiv:math.AG/9902091.
- Tom Bridgeland and Alastair King and Miles Reid, Mukai implies McKay: the McKay correspondence as an equivalence of derived categories, local page, arxiv:math.AG/9908027.
- Weiqiang Wang, Equivariant K-theory, wreath products, and Heisenberg algebra, local page, arxiv:math.QA/9907151.
- Igor Frenkel and Naihuan Jing and Weiqiang Wang, Vertex representations via finite groups and the McKay correspondence, local page, arxiv:math.QA/9907166.
