流形上张量极大值原理的应用

APPLICATIONS OF MAXIMUM PRINCIPLE FOR TENSORS ON MANIFOLD

本文利用流形上张量极大值原理，对于流形的维数ｎ≥４的一般情况建立了正Ｒｉｃｃｉ曲率的先验估计．

In the paper, by using the maximum principle for tensors on manifold, we found a priori estimates of the strickly positive Ricci curvature of the manifold with dimension n≥3.