1) bicontinuous function
双连续函数
2) continuous functions
连续函数
1.
This paper considers some properties of continuous functions.
该文讨论了周期连续函数的若干性质,刻画了一些函数集合之间的包含关系。
2.
This article extends the zero-point theorem for continuous functions from a closed interval to other types of intervals,and a series of zero-point theorems for continuous functions on relevant intervals are obtained,so that the theory on the zero-point theorem can be applied in more general cases.
将闭区间上连续函数的零点定理扩展到其它区间上,得到若干个相应区间上连续函数的零点定理,从而使零点定理理论更完善、应用更广泛。
3.
In this paper,Stancu-integral type operators are first constructed on simplexes,then discusseions on approximation to continuous functions are made.
本文首先构造了单纯形上积分型 Stancu算子 ,其次讨论了它对连续函数的逼近 。
3) continuous function
连续函数
1.
The inferences about the property for continuous function of closed interval and the mean value theorem for derivatives;
闭区间上连续函数的性质定理及微分中值定理的推论
2.
One quality of continuous function and its application in solving inequality equations;
连续函数的一个性质及其在解不等式中的应用
3.
Many ways have been given to solve the maximization problem of the continuous function, however, there are some drawbacks more or less.
求解连续函数最大值的优化算法已有多种,但都不同程度地存在一定的局限性。
4) bi-continuous cosine operator function
双连续余弦算子函数
1.
This paper aims to introduce the concept of bi-continuous cosine operator functions on some special Banach spaces,investigate the properties of bi-continuous cosine operator functions and obtain the generation theorem.
‖)和局部凸拓扑(X,τ)的Banach空间上,同时引入了双连续余弦算子函数的概念,通过研究生成元及其预解式的性质,我们得到了双连续余弦算子函数的生成定理。
5) real continuous function
连续实函数
1.
A sufficient condition is given for the special Mamdani fuzzy systems to uniformly approximate any real continuous function on a compact set.
在此基础上 ,进一步给出了特定 Mam dani模糊系统一致逼近紧致集上任意连续实函数的充分条
6) Lipschitz continuous function
Lipschitz连续函数
1.
The projected zone is restrained through a real-valued proper convex and Lipschitz continuous function,and thus we generalize the algorithm in recent literatures.
通过利用真凸Lipschitz连续函数及适当假设来构造投影区域,从而推广了同类算法,并给出了例子及计算机演示结果,使得所生成的序列均有以下特点:(1){‖xk-x0‖}是递增序列;(2)变分不等式的解的存在性可通过所生成的序列的特点来验证;(3)在适当的假设条件下该算法所生成的序列收敛到解集中一点PS*(x0)。
补充资料：连续函数
| 连续函数 continuous function 函数y＝f（x）当自变量x的变化很小时，所引起的因变量y的变化也很小。例如，气温随时间变化，只要时间变化很小，气温的变化也是很小的；又如，自由落体的位移随时间变化，只要时间变化足够短，位移的变化也是很小的，对于这种现象，我们说因变量关于自变量是连续变化的，可用极限给出严格描述：设函数y＝f（x）在x0点附近有定义，如果  ，则称函数f在x0点连续。如果定义在区间I上的函数在每一点x∈I都连续，则说f在I上连续，此时，它在直角坐标系中的图像是一条没有断裂的连续曲线。 |
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