论文标题
定量的托马斯·尤独特性
Quantitative Thomas-Yau uniqueness
论文作者
论文摘要
在浮动理论条件下，根据拉格朗日角度的较小性，我们获得了两个拉格朗日人之间的亲密度（Hausdorff距离，扁平范围，F-Metric）的定量估计值。一些应用程序包括针对特殊Lagrangians的强烈唯一定理，以及从拉格朗日角度角度将Varifold收敛到特殊Lagrangians的特征。
Under Floer theoretic conditions, we obtain quantitative estimates on the closeness (Hausdorff distance, flat norm, F-metric) between two Lagrangians, depending on the smallness of Lagrangian angles. Some applications include a strong-weak uniqueness theorem for special Lagrangians, and a characterization of varifold convergence to special Lagrangians in terms of Lagrangian angles.
