interval of definition

interval of definition的基本解释

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定义区间

与interval of definition相关的网络例句 [注：此内容来源于网络，仅供参考]

In either case, the interval or the definition of closeness should be specified in the validation protocol.

在每一情况下置信区间或紧密度的定义应在验证方案中指明。

A simple definition of Interval Training is: short, high-intensity exercise periods alternated with periods of rest.

一个简单的定义间歇训练是：短期，高强度的运动时间交替与休息时间的。

By defining a partial ordering relation on the universal grey information domains of unit interval I,a definition of grey sets and grey relations on a lattice is given in this paper.

通过定义单位区间I的全体灰信息域上的偏序关系，给出grey集和grey关系在一个格上的定义。

The concept of G unit interval and the definition of separable degree between elements on G unit interval are given, and some properties are discussed. Based on this concept, it determined a metric p, and ([0, 1], p) becomes a metric space (It is called G unit logical metric space). In this paper, the properties and structure of G unit logical metric space are discussed in detail, and get some good results.

给出了G单位区间[0， 1]的定义并在其上引入了元素间的可分度的概念，讨论了其基本性质，并在此定义的基础上确定了一个度量P，从而([0， 1]， p)成为一个度量空间（文中称"G单位逻辑度量空间"），并对G单位逻辑度量空间的性质及其结构进行了详尽的讨论，并得到一些好的结果。

On the whole, we do as follows: Firstly, we list some conceptions and lemmas for later use. Secondly, we inducted the absolute value norm in the two-dimensional vector interspace, and also proved the two-dimensional vector interspace is a Banach Interspace. Thirdly, we define two-dimensional vector-valued functions on a interval by the definition of -fine partitions in part 1. Then, some sufficient and necessary conditions of integrabel are given, and discuss the property of the integral on two-dimensional vector-valued functions.

主要包括以下内容：在第一部分，我们介绍了本文所用到的几个基本概念和引理；第二部分，我们在二维向量空间中引入了绝对值范数，并且证明了二维向量空间是一个Banach空间；在第三部分中，通过第一部分关于-精细分划的定义，我们给出了在某区间上二维向量值函数积分的定义以及可积的充分必要条件，并讨论了二维向量值函数积分的一些性质。

与interval of definition相关的网络解释 [注：此内容来源于网络，仅供参考]

interval of definition：定义区间

收敛区间 interval of convergence | 定义区间 interval of definition | 区间拓扑 interval topology