For excellent strictly Henselian Gorenstein rational surface singularities of mixed characteristic (0,p>5), there is a split finite cover by a regular scheme, based on a new classification of the defining equations.
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Covers of rational double points in mixed characteristic
For excellent strictly Henselian Gorenstein rational surface singularities of mixed characteristic (0,p>5), there is a split finite cover by a regular scheme, based on a new classification of the defining equations.