Duality for Witt-divisorial sheaves

Pub Date : 2019-10-23 DOI:10.4310/ARKIV.2022.v60.n1.a5
Niklas Lemcke
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引用次数: 1

Abstract

. We adapt ideas from Ekedahl [Eke84] to prove a Serre-type duality for Witt-divisorial sheaves of Q –Cartier divisors on a smooth projective variety over a perfect field of finite characteristic. We also explain its relationship to Tanaka’s vanishing theorems [Tan20].
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维特分束的对偶性
.我们采用Ekedahl[Eke84]的思想来证明Q–Cartier除数的Witt除数簇在完美有限特征域上的光滑投影变种上的Serre型对偶。我们还解释了它与田中消失定理的关系[Tan20]。
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