2 problems

Let $S^1_{\mathbb Q}$ be the universal solenoid and let $\mathbb C P^1_{\mathbb Q}$ be the adelic projective line. Adelic Fargues–Fontaine object conjecture. There exists a suitabl…

Let $S$ be a scheme smooth and dominant over $\operatorname{Spec} \mathbb{Z}$, and let $Y_S\to S$ be a smooth proper morphism whose fibers are Calabi–Yau varieties. For a closed po…