1) regular convex compact set
正则紧凸集
1.
The definition of the regular set in space R nhas been given in this paper On a regular convex compact set in R n, the five equivalence conditions generated and the semigroup of moment have been considered and obtained, which are the generalizations os H Buchwalter and G Cassier′s work
给出了空间Ｒｎ中正则集的定义，在Ｒｎ空间中的正则紧凸集上，研究并得到了生成矩量半群的五个彼此等价的条件，这些结果推广了ＨＢｕｃｈｗａｌｔｅｒ和ＧＣａｓｓｉｅｒ的工作
2) regularly convex set
正则凸集合
3) semiregular set
半正则紧集
4) regular convex compact set possessing a symmetric centre
有对称中心的正则紧凸集
5) semi-regular fuzzy compactness
半正则F紧集
6) semi-regularity strong fuzzy compactness
半正则强F紧集
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1.高出貌。
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