1) pseudo-induced space
伪诱导空间
1.
The conception of pseudo-induced space is proposed ,and its characterizations are given.
给出了伪诱导空间的概念,建立了它的基本特征。
3) induced space
诱导空间
1.
On Strong Preopen Set of General Topology and Equivalent Conditions of L-Fuzzy Induced Space;
拓扑空间中的强拟开集及L-Fuzzy诱导空间的等价条件
2.
In this paper,variety of induced spaces equivalent conditions were revealed,their equivalent characterizations were proofed and some characterizations of stratified spaces were given.
对弱诱导空间、满层空间和诱导空间的等价条件进行了归纳和总结,证明了它们之间的等价性,并给出若干新的等价刻画。
3.
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
5) induced R(L)-topological space
R(L)-型诱导空间
6) weakly induced-fiction
弱诱导空间化
补充资料：半伪Euclid空间
半伪Euclid空间
semi-pseudo-Euclidean space
半伪五”d记空间f胭I幼一碑”心一h凶山汾n习.Ce;n。刃-nce.月oe卿“月OBo nP0c甲明cTBO] 具有退化的不定度量的向量空间.半伪Euclid空间‘’‘，R:”’，一’定义为一个刀维空间，在其中给定了厂个数量积 (二，力“二艺气二味y’u，这里O=椒(、<俐l<一
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