n.度量空间

[数]度量空间

metric spaces───[数]度量空间

attic space───阁楼空间

geometric pace───n.步距

metric system───公制；米制；十进制

restricted space───限航空域；有限空间

extra space───额外的空间

geometric paces───n.步距

The paper describes this method from metric space and compression-mapping, and presents its application in mathematical analysis.───本文利用度量空间及压缩映射的观点来描述这一方法，再给出它在数学分析中的某些应用。

By the parametric representation, fuzzy number means a bounded continuous curve in the two-dimensional metric space R2, so that it is easy to analyze fuzzy differential equations.───在此参数表示下，模糊数可直接视为二维度量空间r 2中的有界连续曲线，这给分析模糊微分方程带来了便利。

The fixed point theorems for generalized D - metric space are proved.───摘要给出了D - 度空间一组不动点定理.

In this paper, we study the complexity of transitive continuous semi - flow on compact metric space.───这篇论文的目的是研究紧致度量空间上拓扑传递的连续半流的复杂性.

In finite dimensional space form a bounded open domain, we study some open convex subsets and its topology, then give a complete metric space.

In the last section of this chapter, we discuss the relation between flow equivalence and continuous flow equivalence for flows on a compact metric space.

Metric space is a specific topological space, and it is an important process to understand topological space.

The measurement in set theory, the properties of Metric Space, Measurement Topology, Measurable Space, Perfect Metric Space and its application in first order circuit are explored in this paper.

Carisiti's coincidence theorems for fuzzy mappings in probabilistic metric space is given. The main theorems improve and generalize the corresponding results.

The fixed point theorems for generalized D - metric space are proved.

The paper describes this method from metric space and compression-mapping, and presents its application in mathematical analysis.

We also require an additional hypothesis about the topology of the metric space, the ultrametricity hypothesis.

This paper gives the metrizable conditions of 2-probabilistic metric space (2-PM space), its distance function and pseudo distance function, thus extends some conclusions of PM-space to 2-PM space.