1) Strong Semi-neighborhood System
强半邻域系
2) semi-neighborhood system
半邻域系
1.
In this paper, a new method is presented to introduce the conception of fuzzifying semi-open sets and we define the concepts of the fuzzifying semi-neighborhood system based on it.
本文用新的方法引入fuzzifying半开集的概念;利用此半开集概念确定fuzzifying半邻域系。
3) strongly semiopen neighborhood
强半开邻域
1.
In this paper, weak T*-separation axioms in topological molecular lattices are introduced and studied by using strongly semiopen neighborhoods.
利用强半开邻域引入和研究了拓扑分子格的弱Ti*分离公理,这是TI*分离公理的 推广(I=1,2,3,4)。
4) neighbor radius
邻域半径
1.
The results show that the velocity increases when the neighbor radius grows,and decreases when the excitation threshold increases.
结果表明,行波波速随邻域半径增大而增大,随激发域值增大而减少。
5) half-neighborhood operator
半邻域法
1.
This paper proposes an improved method on the basis of a half-neighborhood operator.
该文在半邻域法的基础上提出了一种基于自适应阈值选择的图像边缘提取算法,在判断某一像素点是否在边缘上时,以该像素点为中心,选取3×3的区域为研究对象,求出该区域的最大、最小、均值像素值及标准差,在选用标准差为其阈值的同时,还考虑人的视觉对于灰度分辨能力的限制。
6) Semi-Neighborhood
半邻域
补充资料：邻域定义系
邻域定义系
defining system of neighbourhoods
任意包含A的开集W，存在族着的一个含于W的元素U. 有时还要求族古的所有元素都是开集.在拓扑空间X中单点集{x}的邻域定义系称为点xoX在X中的邻域定义系.邻域定义系!山几血犯卿劝团lof侧沙加胭加阅山;on pe八e-月二功川a.e.eTeMa oKpecT”oeTe‘」，拓扑空I’qX中集合A的 空间X中满足下列两个条件的子集族七:a)对每个O任七，存在X中的开集V，使得OOVOA;b)对X中【补注】邻域定义系也称为局部基(focalh朽e)或者邻域基(能电hbo切七Cx刃加义).
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