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Weil conjectures 6: etale cohomology of a curve
Автор: Richard E Borcherds
Загружено: 2020-10-27
Просмотров: 4612
Описание:
We give an overview of how to calculate the etale cohomology of a nonsinguar projective curve over an algebraically closed field with coefficients Z/nZ with n invertible. We simply assume a lot of properties of etale cohomology without proving (or even defining) them.
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