extreme point

英 [ɪkˈstriːm pɔɪnt]

美 [ɪkˈstriːm pɔɪnt]

极值点

计算机

英英释义

noun

• the point located farthest from the middle of something
  Synonym:extremeextremum

双语例句

• This paper studies convergence of discrete Newton method and secant method for searching extreme point of 1-dimensional functions under lower smoothness requirements.
  本文在降低了对目标函数的光滑性要求的条件下讨论用于求一元函数极值点的离散牛顿法和割线法的收敛性。
• By using the method to determine conditional extreme point, we obtained a satisfying solution of the model.
  采用求条件极值的方法，得到了求这一模型的满意解。
• On nearly extreme point and nearly strict convexity of quotient space
  商空间的近端点和近严格凸性
• It has been proved that both the problems have the same extreme point.
  为此，证明了这两个问题具有相同的极值点。
• 3? Choose the extreme point as an expansion point.
  选择极值点处展开。
• The criterion of nearly extreme point in Orlicz function spaces are given, by the way we get the criterion of nearly strict convexity in the same spaces. The criterion of nearly strict convexity in Orlicz sequence space also be given directly.
  本文绘出了Orlicz函数空间中近端点的判别准则，近而推出了Orlicz函数空间近严格凸性的判别准则.另外.本文还直接给出了Orlicz序列空间近严格凸的判别准则。
• Through drawing three degrees of displacement curve of guided wave mode, filtering out smaller extreme point based on statistical regularities, the algorithm gets the exciting position of the feature points of each guided wave mode.
  通过绘制导波模态的三自由度位移变化曲线，基于统计规律滤除了较小的极值点，得到了各个导波模态的激励位置特征点。
• 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。
• Analyzed the reason of endpoint effect and proposed the method of combining Extreme Point Symmetry Continuation method and Gray Error Separation method to suppress the endpoint effect.
  分析了端点效应产生的原因，提出了用极值点对称延拓法和灰色误差分离方法联合抑制端点效应的方法。
• This paper points out the insufficient definition in some textbooks and also proves non coincidence of the yieding point and extreme point.
  但有的教材并非如此，本文指出了教材中对拐点的不充分定义，并证明了拐点与极值点的不重合。