05-37
On the existence of crepant resolutions of Gorenstein Abelian quotient singularities in dimensions \geq 4
by Dais, D.I.; Henk, M.; Ziegler, G.M.
Preprint series: 05-37, Preprints
- MSC:
- 14E15 Global theory of singularities, resolution, See Also {14B05, 32S20, 32S45}
- 52B20 Lattice polytopes (including relations with commutative algebra and algebraic geometry), See also {06A08, 13F20, 13Hxx}
Abstract: For which finite subgroups G of SL(r,C), r \geq 4, are there crepant desingularizations of the quotient space C^r/G? A complete answer to this question (also known as
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