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spec Z as a curve
Useful in Scholze’s work geometrizing the Langlands correspondence, see geometric Langlands.
spec Z as a curve
- arithmetic geometry
- arithmetic and 3-manifolds
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The Galois action on symplectic K-theory
\(\operatorname{Spec}{\mathbf{Z}}{ \left[ { \scriptstyle \frac{1}{p} } \right] }\): integers punctured at \(p\), see spec Z as a curve