locally conformally flat

基本解釋

In this paper, the authors discuss the submanifolds with constant scalar curvature in a locally symmetric and conformally flat space, and obtain some intrinsic rigidity theorems.
該文研究了侷部對(duì)稱共形平坦空間中具有常數(shù)量曲率的緊致子流形，証明了這類子流形的某些內(nèi)蘊(yùn)剛性定理。
This paper studies the Schouten tensor on the locally conformally flat manifold, and gets some sufficient conditions for M to be the space of constant curvature, which improves the known results.
對(duì)侷部對(duì)稱共形平坦黎曼流形中具有平坦法叢的極小子流形作了一些討論，得到了極小子流形是全測(cè)地的兩個(gè)充分條件。