连续公理,continuous axiom

1)continuous axiom
连续公理

2)Euclidean geometry without continuity
无连续公理欧氏几何

3)continuous
连续
1.
Temperature field study on continuous ohmic heating of liquid food;
液态食品连续通电加热的温度场研究


2.
Catalyzed chlorination of acetic acid to continuous synthesize monochloroacetic acid;
乙酸催化氯化法连续制备氯乙酸



4)continuity
连续
1.
Continuity of Currents and Condations for the Therom of Ampere s Circuital Law;
电流的连续性和安培环路定理的成立条件


2.
Localization in the conception of continuity and derivative;
连续、导数概念的局部性


3.
On the Mutual-Transformation of the Continuity and the Discreteness in Mathematical Analysis;
数学分析中“连续”和“离散”两类问题的相互转化



5)consecutive
连续
1.
LX type consecutive mixing and agglomerating manufacturer is composed of vertical cylinder, which is equipped with rotating central shaft with high speed, around central shaft, there are several groups of mixing blades, their incidence shall be changed in accordance with the requirement of the mixing and agglomerating.
LX型连续混合/造粒机是由装有高速旋转中心轴的垂直圆筒构成,在中心轴的不同位置上装有数组搅拌叶片,搅拌叶片的迎角可以根据混合与造粒的不同要求而改变。


2.
A graph G for which ∑(G)=nδ+(n2) is called consecutive.
若非正则和∑(G)=nδ+2n,则称图G连续。



6)continuation
连续
1.
The first kind function equation which satisfies the situations such as continuation,limitation,integrability and monotone has the solution f(x)=ax.
满足连续、有界、可积、单调等条件的一类函数方程具有解f(x) =ax。


2.
Given that the theorem of Roll reckoning condition be changed into the existence & continuation of left or right, then the above 3 theorems remain true.
Roll定理、Lagrange中值定理和Cauchy中值定理成立于函数在 [a、b]上连续、在 (a、b)上可导 ,其中Roll定理还要求函数在区间端点处的函数值相等 。


3.
In the paper,we solve the problem of finding the sums of equal powers of integer by use of the methods of limit,continuation,derivative and so on,and obtain two results.
文章利用微积分中的极限、连续、导数等知识解决了求整数的方幂和的问题 ,得到了两个结



参考词条
连续变焦 连续油管 连续退火 连续挤压 半连续体 连续微滤 连续开采 连续逆流 连续聚合 连续煮呢 连续牵引 连续激光 连续的 连续监测 连续填丝 类固醇受体辅活化子-1 手术前角膜厚度
补充资料：连续性公理


连续性公理
continuity axiom

　　连续性公理{阴血nity翻咖，I.en伴p‘.uocT“~服州 以某种方式表/J;实数(real number)集的连续性的公理.关于实数的连续性公理可以叙述如下，例如利用分割:实数的每个分割都由某个数来定义(Dedc对nd公理(Dedekind axiom);利用闭区间套:每个闭区间套集合都具有一个非空的交(。ntor公理(Cantor axi-om);利用集合的上界和下界;每个非空上有界的集合都具有一个有限的最小上界，每个非空下有界的集合都具有一个最大下界(Weierstrass公理(Weierstrassaxiom).J’I.八.K脚甲翔e.撰[补注1亦见分割(cut);Dedekind分割(Dedekindcut).张鸿林译
　　
说明：补充资料仅用于学习参考，请勿用于其它任何用途。


连续公理,continuous axiom