2 problems

Kato's weak Tamagawa number conjecture. There is a subspace $H^{\operatorname{constr}}_{{\cal M}}$ such that $r_{{\cal D}}$ and $r_p$ restricted to it are isomorphisms and $H^2_p$…

Let $I$ be the index set of multi-indices used to define the characters $\kappa_{\boldsymbol{m}}$, let $g$ be the associated graded Lie algebra, and let $\chi^{\boldsymbol{m}}$ denot…