拓扑环

Fuzzy拓扑环的Fuzzy一致化

The Fuzzy Uniformization of Fuzzy Topological Ring

本文利用重域定义了Fuzzy拓扑环，并且给出了Fuzzy拓扑环的一些性质。

In this paper , the concept of Fuzzy topological ring is defined with quasi-coincident neighborhoods and some of its properties are given .

本文定义了模糊拓扑环的直积，论证了该定义的合理性；证明了（QU）型模糊拓扑环的直积仍是（QU）型模糊拓扑环；

In this paper , two products of fuzzy topological rings and of fuzzy topological of type ( QU ) are defined to prove that the product of fuzzy topological rings is also a fuzzy topological rings .

关于模糊拓扑环的直积

On the Direct Product of Fuzzy Topological Rings

模糊拓扑环的同构定理

Isomorphism Theorems of Fuzzy Topological Ring

模糊拓扑环的模糊一致化问题是模糊拓扑环理论中的一个重要问题。

The fuzzy uniformization of fuzzy topological ring is an important problem in the fuzzy topological ring theory .

如果此拓扑结构存在因果环，则通过不同的拆环方法进行拆环。在拆环策略中运用了统计思想和优先级分级的方法，丢弃比较弱的因果规则或者优先级比较低的因果规则。

If there is loop in the Topological structure , it also can make it by different method such as Statistics , priority and so on .

依次闭合每个联络开关，就可以得到具有不同网络拓扑结构的单环网，并分别对馈线内单环网和馈线间单环网提出了网络重构方法。

One-loop networks with different network topology will be obtained through closing connection switches one by one , and a new reconfiguration algorithm is proposed for the one-loop network between the feeders and the one-loop network inside the feeder respectively .