-actions on are linearizable.
Let be a proper, smooth, geometrically connected curve over a -adic field . Lichtenbaum proved that there exists a perfect duality:between the Brauer and the Picard group of , from which he deduced the existence of an injection of in where and denotes the residual field of the point . The aim of this paper is to prove that if is an - scheme of semi-simple simply connected groups (s.s.s.c groups), then we can deduce from Lichtenbaum’s results the neutrality of every -gerb which...