1) completely S*-compact sets
完全S*-紧集
2) completely compact set
完全紧集
3) Very Fuzzy Compact Sets
完全Fuzzy紧集
4) θ-S~*-Compact set
θ-S~*-紧集
5) S-compact set
S-紧集
6) strong S-completeness
S-强完全
1.
In this paper,we firstly point out two incorrect conclusions as follows: The one conclusion is the sufficient and necessary condition of which T-asymmetry implies ε-irreflexivity;The other one is the sufficient and necessary condition of which strong S-completeness implies ε-reflexivity,both are illustrated by two counterexamples.
首先指出文献中的以下两个结论不正确:一个是关于R是T-非对称可得到R是-非自反的成立的充要条件;另一个是关于R是S-强完全的可得到R是-自反的成立的充要条件,并用反例说明这两个结论不正确的原因,同时给出正确的结论及详细论证。
补充资料：逼近紧集
逼近紧集
approximately-compact set
逼近紧集{aPpro%im班ly一~p叭set;aun即枕“~皿。“。MI翻既rl《吧M”仪服。cr即} 具有逼近紧性(approximate。)mpactness)的凳:合、任何逼近紧He6L批B集七的度量射影都是连续的空间L。(0
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参考词条