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Rough Invariant Subgroup's Properties and Rough Quotient Group

机译:粗糙不变子群的性质和粗糙商群

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摘要

Rough set theory is not only a new mathematical tool dealing with vagueness and uncertainty but also a new effective soft computing method. It was been widely used in the area of artificial intelligence, data mining, pattern recognition, decision analysis, fault diagnosis and so on. So according to the rough set theory and its extensive applications, the application of rough set theory to algebra system??group is discussed in this paper. Some properties of rough invariant subgroup and the concept of rough quotient group are introduced based on the basic concepts with respect to rough group, rough subgroup, rough invariant subgroup, some properties of rough subgroup, and some theorems of rough invariant group, meanwhile the rigorous proof is given.
机译:粗糙集理论不仅是一种处理模糊性和不确定性的新数学工具,而且还是一种有效的新型软计算方法。它被广泛应用于人工智能,数据挖掘,模式识别,决策分析,故障诊断等领域。因此,根据粗糙集理论及其广泛的应用,讨论了粗糙集理论在代数系统群中的应用。基于关于粗糙组,粗糙子组,粗糙不变子组,粗糙子组的一些性质以及粗糙不变组的一些定理的基本概念,介绍了粗糙不变子群的一些性质和粗糙商群的概念。证明。

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