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1)  origin condition
极点条件
2)  conditional extremum
条件极值
1.
Proof of two inequalities by means of conditional extremum;
利用条件极值证明不等式
2.
One full condition of conditional extremum;
条件极值判定的一个充分条件
3.
Solution of conditional extremum of quadric form on hypersurface by using the matrix method
二次型在超曲面上条件极值的矩阵解法
3)  Polarization conditions
极化条件
4)  conditional extreme value
条件极值
1.
Li Wen-xue puts forward a sufficient condition of conditional extreme value with Lagrange Function,but his proof is wrong.
李文学用拉格朗日函数提出求条件极值的充分条件,但他的证明却是错误的。
2.
In the paper,the sufficient conditions for judging the conditional extreme value of multi-function are made out with Hissian matrix,and the mistakes in the literature [3] are pointed out.
文章利用Hissian矩阵,给出了判断多元函数条件极值的充分条件,并指出文献[3]中的错误。
3.
Wenxue Li put forward a sufficient condition of conditional extreme value with Lagrange function, but his proof is wrong.
李文学用拉格朗日函数提出求条件极值的充分条件,但他的证明却是错误的。
5)  extreme conditions
极端条件
1.
Firstly this paper analyzes the reasons resulting in un-sharing input voltage of the ISOP converter under extreme conditions,then improves input voltage sharing control strategy to realize the input voltage sharing at light-load and output current limiting at short circuit,and a power-adjustable auxiliary circuit is introduced to keep the module input voltage within limits easily and effectively.
本文首先从能量的角度出发分析极端条件下不均压的原因,然后对输入均压控制策略进行改进,改进方案在保留原有控制策略优点的同时,实现了轻载时的输入均压以及短路时的模块输出电流限流。
6)  minimal condition
极小条件
1.
For DQ rC ring we have a semi primal DQ rC ring R,if right ideal satisfies the minimal condition, then it is direct sum of simple Artin rings.
给出了具有极小右理想的单纯DQr C-环必为单 Artin环 ;半质的主右理想具有极小条件的 DQr C-环必为单 Artin环直
2.
In this paper,it is proved that if G∈BW∩N,then G is compactly generated if and only if each l-subgroup of G is closed and(G)satisfies minimal condition.
主要证明:G∈BW疑N,则G是紧生成的当且仅当G的每个l-子群是闭的,且祝(G)满足极小条件。
3.
The main result of this paper is as following: G∈F , G is compactly generated if and only if each l subgroup of G is closed and Γ(G) satisfies minimal condition.
主要结果是 :G∈F ,则G是紧生成的当且仅当G的任一个l 子群是闭的 ,且Γ(G)满足极小条件 。
补充资料:极点


极点
pole

th Pole)).极点[州e;.0几联] l)坐标的极点是指极坐标(po坛coo川放ltes)的原点. 2)反演(州ersion)的中心也称为极点. 3)直线p关于一条二次曲线(c on‘)的极点是这样一点p,使得直线p是点P关于这条二次曲线的极线(即hr).A.B.地a。撰【补注】关于(解析)函数的极点,见极点(函数的)(po卜(of a ftmction)).有时“极点”一词也用来表示R3中的、中心在原点的单位球上的点(0,0,I)(北极(North卯le)和(O,0,一l)(南极(Sou-
说明:补充资料仅用于学习参考,请勿用于其它任何用途。
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