continuous adj. 1.連續(xù)的,繼續(xù)的,無間斷的。 2.【植物;植物學(xué)】無節(jié)的。 a continuous current 恒(向電)流。 continuous fire 連續(xù)射擊。 continuous rain 連綿不斷的雨。 a continuous train of thoughts 一連串的思想。 a continuous wave (radar) 等幅波(雷達(dá))。 adv. -ly
A categorical characterization on z-continuous lattices 連續(xù)格的一個(gè)范疇刻劃
Characterizations of continuous lattices by directed minimal subsets 連續(xù)格的極小集刻畫
Direct sums and sublattices of generalized-continuous lattices 廣義連續(xù)格的子格與直接和
Structure of generalized-continuous lattices 廣義連續(xù)格的結(jié)構(gòu)
Function space of z-continuous lattices 連續(xù)格的函數(shù)空間
Z-generalized continuous lattices 廣義連續(xù)格
Based on upper ( lower ) homomorphisms, we introduce and investigate upper ( lower ) sublattices as well as direct sums of generalized-continuous lattices . the motive is to use them instead of traditional congruence lattices as a new tool of structure problems 基于上、下同態(tài),引進(jìn)和研究廣義連續(xù)格的上、下子格以及直接和諸概念,其目的是用它們?nèi)〈鷤鹘y(tǒng)的同余格作為研究結(jié)構(gòu)問題的新工具。
Abstract : we introduce and investigate lower homomorphisms and upper homomorphisms of generalized-continuous lattices . a necessary and sufficient condition for a mapping between compact elements of generalized-algebraic lattices to be extended to a lower homomorphism is established 文摘:引進(jìn)和研究了廣義連續(xù)格的下同態(tài)和上同態(tài),建立了廣義代數(shù)格緊元素之間的映射擴(kuò)充為下同態(tài)的充要條件。
Six distinguished computer experts including scott defined the weight of continuous lattices in the first reference and proved that the three kind of weights ? ei g ht of continuous lattices, weight of the related scott topological space and weight of the related lawson topological space, are consistent 證明了幾類分配的domain范疇即sdscs、sdccs、sdacs是slp的閉的滿子范疇,指出在slp的滿子范疇中指數(shù)對象同構(gòu)于穩(wěn)定映射所成的函數(shù)空間。
Six distinguished computer experts including scott defined the weight of continuous lattices in the first reference and proved that the three kind of weights ? ei g ht of continuous lattices, weight of the related scott topological space and weight of the related lawson topological space, are consistent 證明了幾類分配的domain范疇即sdscs、sdccs、sdacs是slp的閉的滿子范疇,指出在slp的滿子范疇中指數(shù)對象同構(gòu)于穩(wěn)定映射所成的函數(shù)空間。