Fibrations and fundamental groups of Kaehler-Weyl manifolds

We extend the Siu–Beauville theorem to a certain class of compact Kaehler–Weyl manifolds, proving that they fiber holomorphically over hyperbolic Riemannian surfaces whenever they satisfy the necessary topological hypotheses. As applications we obtain restrictions on the fundamental groups of such Kaehler–Weyl manifolds, and show that in certain cases they are in fact Kaehler.