2 problems

Let $(E,\sigma)$ be an isodual rigid adelic space over a number field $K$ with automorphism group $G$. Assume that $E$ and $E^{\vee}$ are isomorphic as $K[G]$-modules, and that … w…

Let $E$ and $F$ be rigid analytic spaces over a number field $K$, and let $H_{\min}(E)$ denote the minimal height arising from the slope filtration of $E$. Bost's conjecture. The mi…