1) bay
[英][beɪ] [美][be]
区，间
2) interval
[英]['ɪntəvl] [美]['ɪntɚvḷ]
区间
1.
Study on interval-based economic evaluation methods for electric power construction projects;
基于区间的电力建设项目经济评估方法研究
2.
The method to construct interval elementary dependent function based on the interval distance and side-distance;
基于区间距和区间侧距的初等关联函数构造
3.
New method for solving interval multi-attribute decision-making problem;
区间型多属性决策求解新方法
3) Section
[英]['sekʃn] [美]['sɛkʃən]
区间
1.
Discussion on Design Requirements of Setting Unattended Communication Machine Room in Section;
探讨在区间设置无人值班通信机械室的设计要求
2.
Development of new double-loop feed auto-controller for section sig nal devices;
新型区间信号双回路供电自动控制器的研制
3.
Topology analysis method for loss calculation of distribution network based on feeder sections and GIS;
基于馈线区间和GIS的配电网网损计算拓扑分析方法
4) region
[英]['ri:dʒən] [美]['ridʒən]
区间
1.
A genetic algorithm is presented in this paper to control regions of incident angles.
采用一种用于区间控制的遗传算法,该算法采用基于排序的十进制编码,并对遗传参数和遗传操作进行改进,较大地提高搜索效率,较好地克服早熟现象。
5) time interval
时间区间
1.
Practical method on time interval based distribution network reconfiguration;
基于时间区间的实用配电网重构方法
2.
The static and dynamic reconfiguration algorithms for a distribution system based on time interval are proposed.
提出了基于时间区间的静态重构算法和动态重构算法。
3.
At the base of existing algorithm,the fuzzy time interval is used to develop the algorithm.
介绍一种基于时间Petri网的时间知识推理算法,它是在已有算法的基础上,引入模糊时间区间的操作进行扩展而形成。
6) interval space
区间空间
1.
Some nonempty intersection theorems with applications to economic equilibrium problem in interval spaces;
区间空间中非空交定理及其在经济平衡问题上的应用
2.
The minimax theorem and variational inequality in interval space;
区间空间中的极大极小定理和变分不等式
3.
The paper studies the nonempty intersection property of the set-valued mapping in interval spaces and, a general topological space without linear structure, and establishes several Shafer-Sonneischein equilibrium existence theorems of abstract economy.
笔者在文中研究了不具线性结构的拓扑空间 区间空间 中集值映像的非空交性质,得到了拓扑型抽象经济Shafer-Sonneischein平衡存在定理。
补充资料：区间
表示实变量x的取值范围。设a、b是两个实数，且a＜b，满足a＜x＜b的实数x的集合记为(a，b)或］a，b［，称为开区间；满足a≤x≤b的实数x的集合记为［a，b］，称为闭区间。满足a≤x＜b或a＜x≤b的实数x的集合，分别记为［a，b)、［a，b［或(a，b］、］a，b］，称为半开半闭区间。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条