correspondence as an equivalence of derived categories, J. Amer. Math. Soc. 14

(2001) 535--554, preprint math.AG/9908027, 27 pp. ps file

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McKay correspondence and representations of the McKay quiver,

Warwick Ph.D. thesis (Mar 2001), xvi + 123 pp.
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file

Alastair Craw and Akira Ishii, Flops of G-Hilb and equivalences
of derived categories by

variation of GIT quotient,
math.AG/0211360

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toriques (Grenoble, 2000), collection
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math.AG/9909085 32 pp.,
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in dimension

three, Asian Journal of Mathematics, 4 (2000) 51-70
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file

Mark Haiman, Vanishing
theorems and character formulas for the Hilbert scheme of

points in the plane
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Representation moduli of the McKay quiver for finite
abelian subgroups

of SL(3, **C**), in Strings and geometry,
227-237, Clay Math. Proc., 3, AMS 2004

Yukari Ito and
Iku Nakamura, McKay correspondence and Hilbert schemes, Proc.

Japan Acad. 72A (1996) 135--138

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in New trends in

Algebraic Geometry (Warwick, Jun 1996), K. Hulek and others Eds., CUP
(1999),

151--233 ps
file, pdf file

Yukari Ito and Hiraku
Nakajima, McKay correspondence and Hilbert schemes in

dimension three, Topology **39** (2000) 1155-1191 pdf
file

Yukari Ito and Miles Reid, The McKay correspondence for finite subgroups
of SL(3, **C**),

in Higher dimensional complex varieties (Trento, Jun 1994), M. Andreatta
and others

Eds., de Gruyter, 1996, 221--240; preprint alg-geom/9411010 ps
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Algebraic Geometry
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Rebecca
Leng, The McKay Correspondence and Orbifold Riemann-Roch , pp. 134 + xii

Warwick Ph.D. thesis (Aug 2002), xii + 134 pp.

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Nov 1996), T. Katsura (Ed.), 14--41, Duke file server alg-geom/9702016,
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rejected by Geometry and Topology ps
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ann\'ee,

novembre 1999, no. 867, to appear in Ast\'erisque 2000, preprint math.AG/9911165,

20 pp.
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Sarah Davis, Crepant
resolutions and A-Hilbert schemes in dimension four, Univ. of

Warwick Ph.D. thesis 2012, 126 pp.

Miles Reid, A-Hilb CC^4, some
computations, counter-examples and conjectures,

experimental work in progress, 31 pp. plus, Magma_AH4,
Computer algebra

Javier Carrasco, Finite
subgroups of SL(2,CC) and SL(3,CC), Undergraduate

project, 68 pp., May 2014

Ed Pearce, Sporadic finite
subgroups of SL(3,CC), Undergraduate project

analysing the sporadic groups in SL(3,CC) and their McKay quivers:

presentation slides, spreadsheet tables and Magma files.