度量几何

应用度量几何理论与解析方法研究了n维单形的度量性质，获得n维单形的k维中面的若干几何性质，并给出它的一些应用。

The theory of metric geometry and the analytic method is used to study the metric properties of an n-dimensional simplex . Some geometric properties for k-dimensional middle sections of an n-dimensional simplex are obtained , and some applications of these properties are given .

其次，运用度量几何的经典方法考察了度量空间（包括双曲空间和Banach空间）中有限点集的费马点的唯一性。

Secondly , we discussed the uniqueness of Fermat points of finite point sets in some metric spaces ( including hyperbolic spaces and Banach spaces ) .

本文定义了Fuzzy值函数及其在平面或空间可度量几何体上的积分，从而给出了Fuzzy值函数的曲线积分和曲面积分，讨论了它们的性质和计算方法。

The article defines the Fuzzy valued function and its integral on a plane or a metrizable geometric solid in space , gives out the definitions of the curvilinear and surface integral on the interval valued function and hence investigates their properties and computational methodology .

动态度量三维几何形体

Dynamic measurement of three dimensional geometric body

研究核函数的几何度量和几何性质，并给出核函数选择（核选择）的建议。

The geometric measures and properties of the kernel functions were studied and some suggestions about the selection of kernel functions were presented .

如今已经有相对熵纠缠度量、几何纠缠度量、全局稳健纠缠度量等多种纠缠度量方法被提出。

A variety of entanglement measure methods have been proposed , such as the relative entropy of entanglement , the geometric measure and global robustness of entanglement and so on .

（α，β）-度量是芬斯勒几何中一类重要的可计算的芬斯勒度量。

(α,β) - metrics form an important and computable class of Finsler metrics .

利用度量矩阵距离几何法计算了其三维空间结构，并进行了结构的优化。

Twelve structures with lower energy was obtained via metric matrix distance geometry and refinement with simulated annealing .

这里采取的纠缠度量分别是几何纠缠度量和挤压纠缠度量。

The first entanglement measure we use is the geometric measure and the second is the squashed entanglement .

度量缺陷Lyra的几何表象

Lyra Geometry - Representation of Metric Defect

可知，度量缺陷的Lyra几何表象具有特殊的优越性。

From , it is known that Lyra geometry representation of metric defect has specific superiority .

有关度量加的几个几何不等式

Some Geometric Inequalities of Metric Addition