1) upper and lower approximation
上近似和下近似
2) upper approximation
上近似
1.
Application of upper approximation in reduction of rough set;
上近似在粗糙集约简中的应用
2.
At last, a new definition of the rough degree is defined, and lower approximation has the same inequality and the same sufficient condition as upper approximation with the new definition.
最后,给出一个新的粗糙度定义,并证明在这种定义下,下近似具有与上近似一样的不等式及其充分条件。
3.
In view of the noise polluction in the feature extraction,reasons of dealing with the data of noises by using the feature extraction of upper approximation of rough set.
该文针对特征提取中存在的噪声污染问题 ,分析了采用粗集上近似进行特征提取可以处理含有噪声数据的原因 ;证明了上近似质量随着条件属性的压缩而降低 ,提出了一种基于集合上近似的质量来进行特征提取的算法 ,该算法以集合上近似质量为迭代准则 ,通过设置一阈值来求取θ -约简 ,得到所要提取的特
3) upper approximation
上近似集
4) upper approximation set
上近似集
1.
And several rough set operation algorithms are also offered in this paper,such as upper approximation set,lower approximation set,intersection,cardinal number and so on.
通过讨论二进制与粗糙集之间的内在联系,提出基于二进制的粗糙集运算理论,并借助二进制的位运算操作,给出粗糙集的上近似集和下近似集、等价类的交、集合的基数的运算算法。
5) ρW-upper Approximation
ρW-上近似
6) upper approximate operator
上近似算子
1.
At the same time,both the upper approximate operator and lower approximate operator of the right involution groupoid are defined;these concepts of uppper rough sub-groupoid and upper rough ideal are also given,and their fundamental properties are studied.
在右对合广群中引入了粗糙集的基本理论,定义了右对合广群中的上近似算子和下近似算子,以及上粗子广群与上粗理想等概念,研究了它们的性质,得到了一些有意义的结果。
参考词条
补充资料：近似
相近或相像但不相同：这两个地区的方音有些～。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。