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1.Nonlinear control systems on the riemann manifold
黎曼流形上的非线性控制系统收藏指正
2.Optimization Algorithm with Armijo Rule on Riemann Manifold
黎曼流形上带Armijo步长准则优化算法收藏指正
3.The Invariant of the Group of Motions in Riemann Manifold
黎曼流形中运动群不变量收藏指正
4.The Riemann manifold and the Quasi-Riemann manifold are given in 3N dimensional Euclid space and its l-order tangential space respectively.
在3N 维 Euclid 空间及其一阶切空间中,分别给定Riemann 流形及准 Riemann 流形。收藏指正
5.THE ESTIMATION OF FIRST EIGENVALUE OF COMPACT RIEMANN MANIFOLD WITH NEGATIVE RICCI CURVATURE
负Ricci曲率紧Riemann流形第一特征值的估计收藏指正
6.Euler equation of weakly harmonic maps from high dimension Riemann manifold to homogeneous space
高维Riemann流形到齐次空间弱调和映射的Euler方程收藏指正
7.With the aborative description of geometry and analytics,applying Cartan Method,gets the Euler equation of weakly harmonic maps from high dimension Riemann manifold to homogeneous space.
借助于几何上与分析上的精细刻画,利用卡坦方法,得到高维Riemann流形到齐次空间弱调和映射体现的具体Euler方程形式.收藏指正
8.Let M be a compact n-dimensional Riemann manifold, RicM≥n-1, Let d denote the diameter of M. In this paper. We prove the first eigenvalue of Laplacian operator λ 1≥π 2d 2+n-12.
M为紧致n维Riemann流形 ,Ricci曲率具有正下界n- 1 ,d是M的直径 ,本文证明了其Laplace算子的第一特征值λ1≥ π2d2 + n- 12 .收藏指正
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