3 problems

Adelic Mordell–Lang conjecture. For any closed $K$-subscheme $X$ of any $A$,

Conjecture F. The subset

Let $F$ be a global field, let $X_F$ be a hyperbolic affine curve contained in $\mathbf P^1_F$, and let $j:X_F\rightarrow T_F$ be a closed immersion into a torus $T_F$. For a finit…