Toric para-Kaehler-Einstein manifolds immersed in para-Kaehler space forms
arXiv:2510.19625 · doi:10.1016/j.geomphys.2025.105688
Abstract
A classical and long-staying problem addressed, among others, by Calabi and Chern, is that to find a complete list of mutually non-isometric Kaehler-Einstein manifolds immersed in a finite-dimensional Kaehler space form. We address the same problem in the para-Kaehler context and, then, we find a list of mutually non-isometric toric para-Kaehler manifolds analytically immersed in a finite-dimensional para-Kaehler space form
to appear in the Journal of Geometry and Physics