Journal of Symplectic Geometry
Volume 18 (2020)
The fundamental groups of contact toric manifolds
Pages: 815 – 818
Let $M$ be a connected compact contact toric manifold. Most of such manifolds are of Reeb type. We show that if $M$ is of Reeb type, then $\pi_1 (M)$ is finite cyclic, and we describe how to obtain the order of $\pi_1 (M)$ from the moment map image.
This work is supported by the NSFC grant K110712116.
Received 25 April 2018
Accepted 16 July 2019
Published 30 July 2020