2 problems

Let $Y(K)$ be the arithmetic manifold, let $E$ be the coefficient field, and let $M_{\mathrm{coad}}$ be the coadjoint motive with its integral model $(M_{\mathrm{coad}})_\mathbb Z$…

Let $K$ be the level, let $\mathfrak m$ be the maximal ideal associated to $\pi$, and let … with $f\in H^*(Y(K),E)_\mathfrak m$. Galatius--Venkatesh compatibility conjecture. The d…