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— Thé building and group-schemes assodated by thé général theory ([3], [4]) to a reductive group over a local field are given a concrète interprétation in thé case of a classical group G; hère, "concrète" means "relatcd to thé natural représentation of G". Thé case of thé général and spécial linear groups bas been handied in a first part [5]; hère. we deal with thé other classical groups. i. e. thé unitary groups.

Schémas en groupes et immeubles des groupes classiques sur un corps local. II : groupes unitaires