3 problems

Let $L/K$ be a weakly ramified Galois extension of number fields of odd degree. Write $\mathfrak{a}_{L/K}$ for the canonical pre-image associated with the stable-isomorphism class…

Let $L/K$ be the Galois extension and $G=\operatorname{Gal}(L/K)$, with $G^+=G/\langle\tau\rangle$, and let $e_r$ denote the relevant idempotent. Let $L_{p,S}(r)$ be the central el…

Let $A=\mathbb{Z}[x,y]/(xy)$ and let $I=(x,y)$. The low-dimensional relative K-theory conjecture. … and … These computations reduce to calculations of equivariant topological cycli…