局部共形的黎曼流形上的Schouten张量

Schouten Tensor on the Locally Conformally Riemannian Manifold

在局部共形的黎曼流形的Schouten张量以及□算子的基础上,从一个代数学引理出发,得出了关于这个Schouten张量的新定理.

In this paper, We define a Schouten tensor on a n-dimensional Riemannian manifold and a □ operator. By using this tensor and operator, combining with an algebra theorem, we get a new theorem about this Schouten tensor.