Structure of Kähler foliations with negative transverse Ricci curvature
arXiv:2301.06473
Abstract
We investigate the structure of transversely Kähler foliations with quasi-negative tranverse Ricci curvature. In particular, we prove a de Rham type theorem decomposition on the leaf space where we characterize each factor.
52 pages. Compared to v1, exposition improved and some remarks and questions have been added. Comments are more than welcome!