Communications in Analysis and Geometry
Volume 20 (2012)
Homogeneous polar foliations of complex hyperbolic spaces
Pages: 435 – 454
We prove that, up to isometric congruence, there are exactly $2n+1$homogeneous polar foliations of the complex hyperbolic space $\CH^n$, $n \geq 2$. We also give an explicit description of each ofthese foliations.