1) order homomorphism operator
序同态算子
2) antiorder homomorphism operator
反序同态算子
3) operator homomorphism
算子同态
4) lattice homomorphism operato
格同态算子
5) order homomorphism
序同态
1.
In this paper,order homomorphism on complete DeMorgan algebra(i.
定义了在完备DeMorgan代数(即具有逆合对应的完备格)上的序同态、L-拓扑空间中连续序同态,分别给出了它们的若干性质及其等价刻画。
2.
In this paper, we disussed the relation between order homomorphism and fuzzy homomorphism, gived the concept of sub order homomorphism, and studied the transition for each other and the related properties.
讨论Ｆｕｚｙ格上的序同态、Ｆ－同态之关系，给出了亚序同态的概念，研究了几种同态的互相转化及其有关性
6) GOH
序同态
1.
Image and inverse image of semitopogenous order on completely distributive lattice was defined by GOH, and their properties respectively was discussesed.
本文给出了完全分配格上半拓扑生成序在序同态下的象和逆象的定义，分别研究了象和逆象的性质，为进一步研究完全分配格上拓扑共生结构的象结构和逆象结构奠定了基础。
补充资料：算子同态
算子同态
operator homomorphism
算子同态I月珍口姗】~.以神妇n;onep咖pll碱。M。-Mop加3MI 代数系统(川罗blajc哪把m)的一种同态(borr助-盯幻甲地m)，它与作用在这些系统上某给定算子集合的每个算子可交换，亦即算子群的同态，算子环的同态，等等.陈公宁译
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参考词条