This monograph covers topics in complex geometry, written by two experts in this field.
L.c.K manifolds; fundamental properties; examples; generalized Hopf
manifolds; distributions on a g.H. manifold; structure theorems; harmonic and
holomorphic forms; hermitian surfaces; holomorphic maps; L.c.K. submersions;
L.c. formulae; miscellanea; A. Boothby-Wang fibrations; B. Riemannian
submersions.
