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On CR Li-Yau-Hamilton Inequality in Pseudohermitian (2n + 1)-manifolds

机译：关于伪赫内斯（2N + 1） - manifolds的Cr Li-Yau-Hamilton不平等

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In this survey paper, we report on our recent results on the CR analogue of Li-YauHamilton inequality in a pseudohermitian (2n + 1)-manifold. We will also give its applications as well.

机译：在本调查论文中，我们报告了我们最近的结果对伪羊米利尔顿不等式的伪奴隶（2N + 1） - 曼菲尔德的结果。我们也将提供申请。

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《International Congress of Chinese Mathematicians 》|2016年|iv 641 p. :|共17页
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Shu-Cheng Chang Abstract;
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中图分类 O1-532;
关键词
CR Li-Yau-Hamilton inequality; CR Li-Yau gradient estimate; CR Gap Theorem; Torsion flow; CR Yamabe flow;

机译：Cr Li-yau-Hamilton不等式;CR Li-Yau梯度估计;Cr间隙定理;扭转流动;Cr Yamabe流程;

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专利

1. Matrix Li-Yau-Hamilton inequality for the CR heat equation in pseudohermitian (2n + 1)-manifolds [J] . Shu-Cheng Chang, Yen-Wen Fan, Jingzhi Tie, Mathematische Annalen . 2014 ,第1a2期

机译：拟Hermitian（2n +1）流形中CR热方程的矩阵Li-Yau-Hamilton不等式
2. THE DIAMETER ESTIMATE AND ITS APPLICATION TO CR OBATA'S THEOREM ON CLOSED PSEUDOHERMITIAN (2n + 1)-MANIFOLDS [J] . SHU-CHENG CHANG, CHIN-TUNG WU Transactions of the American Mathematical Society . 2012 ,第7期

机译：闭伪拟（2n +1）-流形上的CR OBATA定理的直径估计及其应用
3. THE ENTROPY FORMULAS FOR THE CR HEAT EQUATIONAND THEIR APPLICATIONS ON PSEUDOHERMITIAN(2n + 1)-MANIFOLDS [J] . SHU-CHENG CHANG, CHIN-TUNG WU Pacific journal of mathematics . 2010 ,第1期

机译：CR热方程的熵公式及其在伪厄米（2n +1）-流形上的应用
4. On CR Li-Yau-Hamilton Inequality in Pseudohermitian (2n + 1)-manifolds [C] . Shu-Cheng Chang Abstract International Congress of Chinese Mathematicians . 2016

机译：关于伪赫内斯（2N + 1） - manifolds的Cr Li-Yau-Hamilton不平等
5. The n x 2n linear complementarity problem with connection to the theory of linear inequalities [D] . Foul, Abdelaziz 1987

机译：与线性不等式理论有关的n x 2n线性互补问题
6. ON CERTAIN INEQUALITIES RELATING THE BETTI NUMBERS OF A MANIFOLD AND ITS SUBSETS [O] . R. L. Wilder, J. P. Roth 1954

机译：与流形及其子集的下注数有关的某些不等式
7. The Li-Yau-Hamilton inequality for Yamabe flow on a closed CR $3$-manifold [O] . Shu-Cheng Chang, Hung-Lin Chiu, Chin-Tung Wu 2009

机译：李宇 - 汉密尔顿不平等为Yamabe Flow的封闭式CR $ 3 $ 3 $ -Manifold
8. Estimating Reaction Cross Sections from Measured (gamma)-ray Yields: The (238)U(n,2n) and (239)Pu(n,2n) Cross Sections [R] . Younes, W. 2002

机译：从测量的（γ）射线产量估算反应截面：（238）U（n，2n）和（239）pu（n，2n）截面

On CR Li-Yau-Hamilton Inequality in Pseudohermitian (2n + 1)-manifolds

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