论文标题
球形接触曲线歧管
Spherical contact toric manifolds
论文作者
论文摘要
令$（m，α）$为$ 2N+1 $二维连接的紧凑型接触式旋转曲线型。假设联系表$α$是常规的，我们发现$ m $同型至$ s^{2n+1} $的条件。
Let $(M, α)$ be a $2n+1$-dimensional connected compact contact toric manifold of Reeb type. Suppose the contact form $α$ is regular, we find conditions under which $M$ is homeomorphic to $S^{2n+1}$.
