1) EP point
外极点
2) exterior point maximum entropy
外点极大熵
3) EUV bright point
极紫外亮点
4) polar point
极点
1.
A structural global optimization approach by usingpolar points in feasible regions as initial starting points;
以可行域极点为初始迭代点求结构优化全局最优解
2.
In this paper,the analysis of location,location selection and location superiority is based on the analysis of location capability, which is about the attraction of the polar point to the object of location capability, such as investment, persons with ability and so on.
区位、区位选择和区位优势分析的基础是该文中提出的区位能,即分析各极点因其区位条件而对区位能客体 的吸引力。
5) extreme point
极点
1.
A global optimal method based on effective extreme point for bilevel linear programming;
基于有效极点的双层线性规划的全局优化方法
2.
Based on the result that a global optimal solution to linear bilevel programming occurs at an extreme point of its constraint region, we discuss the structural feature of its feasible region and propose a global convergent algorithm which make use of cutting plane technique.
利用线性双层规划的全局最优解可在其约束域的极点上达到这一性质,通过对问题可行解集合的结构进行探讨,引进一种割平面技术,提出了一个求解线性双层规划的全局收敛算法,并通过一个算例说明了算法的求解过程。
3.
The discriminance methods and expression of generalized alternative optimum solutions of linear programming is given by proving that the equivalent of optimum extreme point and extreme point of optimum solution sets of linear programming and applying the theorem of convex polyhedron.
通过证明线性规划最优解集的极点与线性规划最优极点的等价性,利用凸多面体的表达定理,给出了广泛意义下线性规划无穷多最优解的判别方法及表达式。
6) pole
[英][pəʊl] [美][pol]
极点
1.
Analysis of the Invariability of Target Electromagnetic Scattering Poles;
目标电磁散射极点的不变性特征分析
2.
On dynamic output control with constraints on H_∞, pole placement and covariance;
满足H_∞,区域极点和方差指标约束的动态输出反馈控制研究
3.
On the Spectrum of the Laplacian on a Riemannian Manifold with a Pole;
带有极点的黎曼流形上Laplacian的本质谱
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。
参考词条