Article:Math.AG/9909085/unidentified-references
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R.~Leng, Univ.\ of Warwick Ph.D.\ thesis, in preparation.
T.~Bridgeland, A.~King and M.~Reid, The McKay correspondence as an equivalence of derived categories, J.\ Amer.\ Math.\ Soc.~\textbf{14}, 2001, pp.~535--554.
A.~Craw, The McKay correspondence and representations of the McKay quiver, Univ.\ of Warwick Ph.D.\ thesis, xviii + 134 pp.
Y.~Ito and H.~Nakajima, The McKay correspondence and Hilbert schemes in dimension three, Topology~\textbf{39}, 2000, pp.~1155--1191.
Y.~Ito and M.~Reid, The McKay correspondence for finite subgroups of $\SL(3,\C)$, in Higher-dimensional complex varieties (Trento, 1994), de Gruyter, Berlin, 1996, pp.~221--240.
I.~Nakamura, Hilbert schemes of Abelian group orbits, J.~Alg.~Geom.~\textbf{10}, 2001, pp.~757--779.
M.~Reid, McKay correspondence, in Proc.~of algebraic geometry symposium (Kinosaki, Nov 1996), T. Katsura (Ed.), 14--41, alg-geom 9702016, 30 pp.
\hskip0em plus.25em O. Riemenschneider, Deformationen von Quotientensingularit\"aten (nach zyklischen Gruppen), Math.~Ann.~{\bf209} (1974), 211--248.
