1) closed-set-latticefies
闭集格化
1.
In this paper,the closed-set-latticefies of join-semilattice-the new approach that the join-semilattice becomes closed-set lattice is introduced.
引入了通过并半格构造闭集格的方法——并半格的闭集格化,并且利用这种方法给出了闭集格范畴CL中等化子、余等化子的具体构造。
2) quantitative closed itemset lattice
量化封闭项集格
1.
The minimum non-redundant rules with the minimal anteceadence and maximal consequence can be extracted from the quantitative closed itemset lattice,but such rules are not the minimum set satisfying the userspecified threshold.
从量化封闭项集格所提取的所有最小无冗余规则,虽满足最小前件最大后件的要求,但并不是满足用户设定支持度和置信度的最小规则集。
2.
For extracting rules conveniently, the quantitative closed itemset lattice is proposed with the modified node structure.
为便于规则的提取,提出了具有新的节点结构的量化封闭项集格。
3) Closed itemset lattice
闭项集格
4) closed-set lattice
闭集格
1.
Let L be a closed-set lattice(i.
设L是闭集格(即,对每个x∈L,Bx Copr(L),使得x=∨Bx),这也等价于Lop是空间式locale。
5) Closed frequent itemset lattice
频繁闭项集格
6) closed lattice
闭格
1.
We introduced a new lattice——closed lattice,a new intersection structure——topological intersection structure,and studied the relation between them.
定义了一种新形式的格——闭格以及一种新的交结构——拓扑交结构,并证明闭格与有上界的拓扑交结构是一一对应的,闭半格与拓扑交结构也是一一对应的。
补充资料：格化
1.斩杀。
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