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Convex function on pseudo-Grassmann manifold and its applications for Bernstein-type theorem
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作者 Zicheng ZHAO 《Frontiers of Mathematics in China》 SCIE CSCD 2012年第3期597-606,共10页
We derive the Hessian estimate of the w-function defined on the pseudo-Grassmann manifold Gnmm, which is convex by the estimate. As an application, we give a direct proof of the Bernstein-type theorem due to Y. Xin [M... We derive the Hessian estimate of the w-function defined on the pseudo-Grassmann manifold Gnmm, which is convex by the estimate. As an application, we give a direct proof of the Bernstein-type theorem due to Y. Xin [Mannscripta Math., 2000, 103: 191-202]. We also estimate the squared norm of the second fundamental form of a complete spacelike submanifold in pseudoEuclidean space in terms of the w-function and the mean curvature. 展开更多
关键词 Pseudo-Euclidean space pseudo-grassmann manifold Bernstein-type theorem
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复Grassmann流形中伪全纯曲线的结构
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作者 李小英 《数学进展》 CSCD 北大核心 1994年第3期268-271,共4页
设M是黎曼曲面,f:M→G(m,N)是全纯映照,我们证明了:若f完全分裂,则由f生成的伪全纯曲线是完全分裂的以及两维球面到复Grassmann流形的伪全纯曲线是完全分裂的.
关键词 伪全纯曲线 格拉斯曼流形 复流形
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