ricci identity

ricci identity的基本解释

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李奇恒等式

与ricci identity相关的网络例句 [注：此内容来源于网络，仅供参考]

Shen prove a short time existence theorem for manifolds with umbilical boundary. He also derived the Simons' identity for the boundary under the Ricci flow. And as a corollary, Shen show that any three-manifolds with totally geodesic boundary which admits positive Ricci curvature can be deformed to a space form with totally geodesic

而带边流形上的Ricci流的研究始于Shen，在1996年，Shen在中考虑带边三维流形上的黎曼度量的Ricci形变，证明了如果初始三维流形的黎曼度量具有正Ricci曲率和全测地边界，则此三维黎曼流形上存在着常正曲率的黎曼度量。

与ricci identity相关的网络解释 [注：此内容来源于网络，仅供参考]

ricci identity：李奇恒等式

ricci equatoin 李奇恒等式 | ricci identity 李奇恒等式 | riemann function 黎曼函数