论文标题

关于K理性和K-Du Bois本地完整交叉点

On k-rational and k-Du Bois local complete intersections

论文作者

Mustata, Mircea, Popa, Mihnea

论文摘要

我们表明,局部完整交叉点的K理性概念是K-Du Bois。对于高度曲面,我们以最小指数来表征K理性。我们还为K理性和K-Du Bois奇异性建立了一些局部消失的结果。其中一些结果已在[FL2]中独立获得。

We show that k-rational singularities of local complete intersections are k-Du Bois. For hypersurfaces, we characterize k-rationality in terms of the minimal exponent. We also establish some local vanishing results for k-rational and k-Du Bois singularities. Some of these results have been independently obtained in [FL2].

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