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On the number of crepant valuations of canonical singularities

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LONDON MATH SOC
DOI: 10.1112/S0024610703004514

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The number of crepant valuations of an isolated canonical singularity 0 is an element of X : (f = 0) subset of C-n, which is assumed to be nondegenerate with respect to its Newton polyhedron, is calculated in terms of weightings and the Newton polyhedron of f.

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