A note on Gersten's conjecture for étale cohomology over two-dimensional henselian regular local rings
arXiv:1903.01677 · doi:10.5802/crmath.9
Abstract
We show the Gersten's conjecture for étale cohomology over two dimensional henselian regular local rings without assuming equi-characteristic. As application, we obtain the local-global principle for Galois cohomology over mixed characteristic two-dimensional henselian local rings.
9 pages, Final version, Revised after the referee report