基本释义:

一致收敛横坐标

网络释义

1)convergence uniformly horizontal coordinate,一致收敛横坐标

2)abscissa of uniform convergence,一致收敛横标

3)abscissa of dependent bound converge uniformly,相关一致有界收敛横坐标

4)abscissa of convergence,收敛横坐标

5)associated abscissa of convergence,相关收敛横坐标

6)abscissa of absolute convergence,绝对收敛横坐标

用法和例句

We define convergence,absolute convergence and convergence uniformly horizontal coordinate σ ″ c, σ ″ a, σ ″ u.

建立了下侧Ｌａｐｌａｃｅ－ Ｓｔｉｅｌｔｊｅｓ 积分的收敛，绝对收敛，一致收敛横坐标σ″ｃ ，σ″ａ ，σ″ｕ 的概念。

Utilizing principle of reduction and contraction principle of random series, we prove the criterion of convergence about independent random vectors in separated Banach space, and obtain the abscissa of convergence of B-valued random Dirichlet series and the growth and the distribution of valus of random entire funcition.

本文研究了简化原理在Hilbert空间与可分Banach空间中的一些应用,利用简化原理和独立随机元收敛准则获得了中分Banach空间随机级数的收缩原理和B-值随机Dirichlet级数简单收敛横坐标及一般随机整函数的增长性和值分布,将许多以Rademacher序列为系数的随机Tayor级数和随机Dirichlet级数的相关结果,推广到一般的具有独立对称分布系数的随机级数上去。

When random Dirichlet seriessatisfy:is a constant and other suitable conditions, attained some simple and explic formulae on abscissa of convergence.

利用随机变量序列的强大数定律,研究了随机变量序列{X_n}在独立(可不同分布)情形下的性质,并当随机狄里克莱级数(s=σ+it)满足 (i)M>0,1≤p≤2; (ii)00,使得,C为非零正常数等条件时,得出收敛横坐标的简洁公式。

On this base, studies the relation between absolute convergence and series convergence, then educes the simple method to find the abscissa of convergence when the abscissa of convergence and the abscissa of absolute convergence superpose .

本文利用阿贝尔变换公式推导出狄里克雷级数收敛性的有关命题 ,并在此基础上研究了级数收敛与绝对收敛的关系 ,进而导出当收敛横坐标与绝对收敛横坐标重合时 ,求收敛横坐标的简单方法。

Then the associated abscissa of convergence and Valiron formulas of 2_dimension B_valued random Dirichlet series are given.

在随机变量列{X_n(ω)}为独立同分布和不要求独立同分布两种情况下,研究了二维B值随机Dirichlet级数的收效性,给出了二维B值随机Dirichlet级数的相关收敛横坐标及以参数形式表示的Valiron(瓦里隆)公式,证明了在一定条件下二维B值随机Dirichlet级数与其相应的二维B值Dirichlet级数a。

Then the associated abscissa of convergence and two kinds of Valiron formulas of 2-dimension B -valued Dirichlet series are given.

研究了二维B值Dirichlet级数在收敛平面及收敛半平面上的收敛性、一致收敛性及绝对收敛性 ,给出了二维B值Dirichlet级数的相关收敛横坐标及以参数形式表示的两类Valiron(瓦里隆 )公式 。

The Relationships Between Convergent Abscissas of Dirichlet Series

Dirichlet级数的收敛横坐标之间的关系

At any point the convergence is the angle between the meridian as represented on the plane and the N grid line.

一点上的收敛角是子午线在平面上的投影与N坐标线之间的角度。

Refined nonconforming element method satisfying convergence requirements is developed by using direct interpolation in terms of the Cartesian coordinates.

在直角坐标架下直接插值，建立了满足收敛要求的不协调元法；

The horizontal axis of a two-dimensional Cartesian coordinate system.

横坐标轴平面直角坐标系中的水平横轴

Convergence Analysis of Standard Particle Swarm Optimization Algorithm

标准的微粒群优化算法的收敛性分析

Fast multi-objective constrained evolutionary algorithm and its convergence

快速约束多目标进化算法及其收敛性

Transverse forces acting in the positiveco-ordinate direction are positive.

横力作用在正坐标方向的为正。

The horizontal axis was then pided into 15 spaces.

在横坐标轴上等分成15个格。

Uniform Convergence, Convergence and Weak Convergence;

一致收敛 点点收敛 弱收敛之关系探讨

His bluster sank to sullenness under her look.

在她目光逼视下，他蛮横的表情稍加收敛，显出一副阴沉的样子。

Hanoi's leaders soon showed that they had lost none of the insolence.

河内的领导人很快就显示他们的蛮横态度毫未收敛。

The Jordan Canonical Form Applies to the Problems of a Class Point Range Convergence

若当标准形在一类点列收敛性问题上的应用

The Converging Process on the Format ion of the Indication System for Region al Sustainable Developme nt;

区域可持续发展指标体系生成的收敛过程

The Research on Capability of Convergence for Multi-Objective Evolutionary Algorithm

多目标进化算法中收敛性能的实验研究

By introducing the nonlinear variation weight and mutational operation into the standard particle swarm algorithm to ensuring the overall convergence and enhance the accuracy of convergence.

在标准粒子群算法中引入非线性变化权重和变异操作来保证全局收敛并提高收敛精度。

Convergence of the Gauss-Newton Method;

Gauss-Newton法的收敛性

The first natural frequency map in working space was drawn, which can be useful for selecting proper working position to avoid resonance or low-order harmonic oscillation.

讨论了频率求解精度、收敛性与单元横向弹性位移型函数以及单元数量之间的关系。

areal coordinates

重心坐标, 面坐标