论文标题
Cr Yamabe常数，Cr Yamabe流及其孤儿
CR Yamabe constant, CR Yamabe flow and its soliton
论文作者
论文摘要
在紧凑的严格pseudoconvex cr歧管$（m，Þ）$上，我们考虑了其无限保形覆盖的Cr Yamabe常数。通过使用最大原则，我们证明了Yamabe流的唯一性定理在完整的非绘制CR歧管上。最后，我们获得了Yamabe Soliton的一些特性，这些特性在完全的非伴随CR歧管上。
On a compact strictly pseudoconvex CR manifold $(M,þ)$, we consider the CR Yamabe constant of its infinite conformal covering. By using the maximum principles, we then prove a uniqueness theorem for the CR Yamabe flow on a complete noncompact CR manifold. Finally we obtain some properties of the CR Yamabe soliton on complete noncompact CR manifolds.
