论文标题
维度五的全球次要CR不变式
Global secondary CR invariants in dimension five
论文作者
论文摘要
全局次级CR不变式被定义为伪 - 温米不变的组成部分，它与伪内斯坦触点形式的选择无关。我们证明，CR Fiff-Manifolds上的任何全球次级CR不变性都是总计$ Q'$ - 曲率的线性组合，总$ \ MATHCAL {I}'$ - 曲率以及本地CR不变性的组成部分。
A global secondary CR invariant is defined as the integral of a pseudo-hermitian invariant which is independent of a choice of pseudo-Einstein contact form. We prove that any global secondary CR invariant on CR five-manifolds is a linear combination of the total $Q'$-curvature, the total $\mathcal{I}'$-curvature, and the integral of a local CR invariant.
