1) inclusive regular space
包含式正则空间
2) inclusive completely regular space
包含式完全正则空间
3) inclusive normal space
包含式正规空间
4) containwise regularity
包含式正则
1.
The results that the containwise regularity of an induced space is equivalent to the regularity of its induced space under the condition of closure preservuing and that containwise regularity is a good extension in the sense of Lowen are obtained.
讨论了包含式正则性的可乘性，得到了在闭包保持的前提下分明空间的正则性等价于其诱导空间的包含式正则性以及包含式正则性是Ｌｏｗｅｎ意义下好的推广等结
6) regular spaces
正则空间
1.
In this paper,new definition of regular spaces in LF topological spaces are given,some equivalent conditions and good properties of this regular space are proved,such as L-good extension,closed hereditary,each open(closed)set is θ-open(closed)set and so on.
本文在LF拓扑空间 (LX,δ)中给出正则空间的另一种定义 ,证明了这种正则空间具有一些好的性质与等价条件 ,如L -好的推广 ,闭遗传 ,每个开 (闭 )集是θ -开 (闭 )集等。
补充资料：包含
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