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Quotient singularities which are complete intersections |
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| Authors: | Haruhisa Nakajima |
| Institution: | (1) Department of Mathematics, Tokyo Metropolitan University, Fukasawa, Setagaya-ku, 158 Tokyo, Japan |
| Abstract: | Let G be a finite subgroup of GLn( ) acting naturally on an affine space n. In this note we will determine G such that the quotient variety n/G is a complete intersection. For n=2 and 3, such a group G was classified in 13, 24, 32]. |
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