Albanese map of special manifolds: a correction

Abstract

We show that any fibration of a 'special' compact K{\"a}hler manifold X onto an Abelian variety has no multiple fibre in codimension one. This statement strengthens and extends previous results of Kawamata and Viehweg when $\kappa$(X) = 0. This also corrects the proof given in [2], 5.3 which was incomplete.