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regularly convex function相关的网络例句

查询词典 regularly convex function

与 regularly convex function 相关的网络例句 [注:此内容来源于网络,仅供参考]

Especially, we study the applications of Jensen inequality of convex function in proving inequalities.

在此基础上,利用凸函数的Jensen不等式,证明了一些应用初等数学知识难以证明的初等不等式,显示出凸函数在不等式证明中的重要性。

Using the independence-measuring problem as an example, the influence of the convex function on the shape of the minima of QE was studied.

以独立性度量问题为例,研究了凸函数对准熵最小值形状的影响,提出了凸函数品质因数的概念,用来刻画准熵最小值的显著性。

In this paper, we use the convex function to form the order statistic and the linear rank statistic, and the asymptotic normality of the statistics are proved.

本文用凸函数构造了线性次序统计量和线性秩统计量,并证明了它们的渐近正态性。

Data properties of the auditory system information processing and reconstructable properties of these data based on convex projections with function sets were discussed.

在特征提取方面,基于听觉系统生理描述的数学表征,给出了其信息处理的几个重要结论。

Convexity and convex function have extensive applications in functional analysis, optimal theory, and mathematical economy.

凸性和凸函数在不等式、泛函分析、最优理论、运筹学、控制论及数理经济学等应用数学领域都有很多应用。

Use opengl graphics function to achieve an arbitrary convex polygon scan conversion algorithm.

使用opengl图形函数实现了任意凸多边形的扫描转换算法。

The polar form is used as the representation for one of the composite functions, whereas the Bernstein representation is used for another function. At the last part of this chapter, we consider the problem about generalized Bezier surface, which is defined in arbitrary convex polygon.

我们利用函数复合的思想去处理这个问题,被复合的两个函数一个用Polar形式表示,另外一个用Bernstein基形式表示,这样就可以充分利用Polar形式的多元仿射性,直接生成新的控制顶点,简化了证明过程。

Using the convex set model to describe the uncertainty existed in the parts design.By adopting the physical planning method to construct discontentedness function of the uncertainty parameters.

用凸集模型描述零件设计中存在的不确定性,采用物理规划方法构造不确定性参数的不满意度函数,通过极小化不满意度函数最差值实现目标函数的稳健性,通过灵敏度分析实现约束函数的稳健性。

Applying the convexification of nonconvex function and the theorem in Chapter 2, we establish the perturbed optimization in the bounded subsets of the dual of locally convex spaces

运用非凸函数凸化的方法以及第二章给出的命题,在局部凸空间的对偶空间的有界子集上建立相应的的扰动优化和变分原理

I Under the general linear model with normal error vector and under convex or matrix losses, the necessary and sufficient condition for there to be UMRU estimators of any linear estimable function SXβ of regression coefficients are obtained.

i在误差向量遵从正态分布,在凸损失或矩阵损失下,得到了回归系数的可估线性函数SXβ的UMRU估计存在的充分必要条件。

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