1) totally ordered self-complete set
全序自备集
1.
In this paper, the concepts of the totally ordered quasi-complete set and the totally ordered self-complete set are introduced, and the fixed point theorems of composite single-valued increasing operator in partly ordered set are given.
通过引入全序拟备集和全序自备集概念，给出半序集上的复合单值增算子的不动点定理，所得结果包含郭大钧和孙经先等人的相应结果为特
2.
By introducing the concepts of the totally ordered quasicomplete set and totally ordered self-complete set in this paper, some existence theorems of coupled fixed point for mixed monotone mappings in semi-ordered set and its application are given.
本文通过引入全序拟备集和全序自备集概念，给出了半序集上混合单调映象的耦合不动点的若干存在性定理及其应用，它们包含半序Ｂａｎａｃｈ空间和半序拓扑空间上的许多相应结果作为特例。
2) totally ordered quasi-complete set
全序拟备集
1.
In this paper, the concepts of the totally ordered quasi-complete set and the totally ordered self-complete set are introduced, and the fixed point theorems of composite single-valued increasing operator in partly ordered set are given.
通过引入全序拟备集和全序自备集概念，给出半序集上的复合单值增算子的不动点定理，所得结果包含郭大钧和孙经先等人的相应结果为特
3) totally ordered set
全序集
1.
For a totally ordered set X,OE(X)={f∈TE(X)∶x,y∈X,x≤yf(x)≤f(y)} ia an α-subsemigroup of TE(x).
设X是全序集,OE(X)={f∈TE(X)∶x,y∈X,x≤y f(x)≤f(y)}是TE(X)的α-子半群。
4) standby operation set
备选工序集
6) order-complete set
有序完备集
补充资料：全良序集
全良序集
totally well-ordered set
全良序集[totauyw日I一闭ered滋;Bno几”e ynop，几o-，e皿oeM”o二ee化0」 见良序集(忱U一。找kredset).
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