元函数

词组短语

function of n variables

与元函数相关的网络例句 [注：此内容来源于网络，仅供参考]

The former, such as Bettess element and Astley element, needs geometry mapping and shape functions in terms of local coordinates, while for the latter, the shape functions are directly expressed in terms of global coordinates. This paper reviews the state-of-the-art and recent advances of the infinite element method for unbounded domains.

无限元分为映射无限元和非映射无限元：映射无限元需要引入几何映射，在局部坐标系中构造插值形状函数，如Bettess 元和Astley元；非映射无限元则直接在整体坐标系中构造插值形状函数，如Burnett元。

In this role, the epsilon takes a 0-ary function/functor.

在这种情况下，空串使用一个零元函数/函数对象。

The first part is introduction in which some excellent results are given. For example, LeachandSholander mean of two variables E and its monotonicity, Some results of paper and [4] are also given. In Chapter l,mean function and mean family of n variables in one dimension are given. On the base of mean function of n variables of paper [1], weproof that is mean function and discuss its monotonicity andcontinuity.

第一部分是引言，主要介绍了一些已有的结果，如：一般的两个变元的Leach and Sholander均值B以及它的单调性，又介绍了文[1][4]中一些已有的结果，第一章主要介绍了一维n元平均函数和平均族，在已有的文[1]中给出的参差域K上的n元平均函数概念的基础上，证明一般形式的是平均函数，讨论了它的单调性和连续性，其中还将已有的二元Stolarsky平均推广到了n元平均。

This section describes the function objects in the boost :: numeric namespace, which is a sub-library that provides function objects and meta-functions corresponding to the infix operators in C++.

这一节描述位于 boost ：： numeric 名字空间的函数对象，它是一个子库，提供了与C++中缀操作符相对应的函数对象和元函数。

This article tries to present a proof to Lagrange multiplier in the condition of n functions with m additional conditions.

本文就n元函数在m个附加条件下，给出拉格朗日乘数法的一个证明。

Then a multi-agent behavior-decision system was built and sextuple function of the structure was defined. News and events-driven mechanism were set up to achieve robots behavior of fruit picking and simulation modeling in virtual environment.

然后，建立了多Agent行为决策系统，定义了该结构的六元函数，建立了消息和事件驱动机制，实现了虚拟环境下移动式机器人对水果的采摘行为及其仿真建模。

Derive the requirement to strain and displacement of Patch Test. Give the relationship between weak form of continuity equation and the Patch Test, through which the hybrid element method and quasi-conform element method are analyzed. Refined direct stiffness method and generalized conforming elements are also analyzed about why they can pass patch test. At last, as an example of using the requirement of patch test for displacement, improved the BCIZ Element.

得出分片试验对位移函数和应变函数的要求，这些要求便是一个好的有限元法所应保证的；分析了几何方程弱形式与分片试验的关系，借此分析了杂交元、拟协调元如何满足这些要求，以及在满足这些要求的同时产生的对其他条件的影响；分析了精化直接刚度法、广义协调元和双参数法如何保证分片试验的满足；最后作为位移条件的应用例子，改进了BCIZ元。

Special attributes: func doc or doc is the function's documentation string, or None if unavailable; func name or name is the function's name; module is the name of the module the function was dened in, or None if unavailable; func defaults is a tuple containing default argument values for those arguments that have defaults, or None if no arguments have a default value; func code is the code object representing the compiled function body; func globals is the dictionary that holds the function's global variables — it denes the global namespace of the module in which the function was dened; func dict or dict contains the namespace supporting arbitrary function attributes; func closure is None or a tuple of cells that contain bindings for the function's free variables.

func defaults是一个包括有参数中设有默认值的元组；func name 或 name 是函数名。func code是一个编译后的代码对象；func globals是一个引用，指向保存了函数的全局变量的字典—-如果你在函数所在模块中定义了全局变量的话。func dict或 dict 包括了支持任意函数属性的名字空间；func closure 要么是None，要么是包括有函数自由变量捆绑的单元的元组。

On the geometric modeling, flat surface and curved surface are used to mesh and describe the model;on the electromagnetic modeling. Different basis functions( flat surface roof-top basis function, flat surface RWG basis function, curved surface roof-top basis function, curved surface RWG basis function) and different test functions (line-matching, Galerkin method) are applied to different cells(plat rectangle facet, triangular patch, Bezier patch, parametric surface, curved triangular patch etc.).

在几何建模方面，分别采用平面元和曲面元对模型进行了剖分和拟合；在电磁建模方面，针对不同的单元(平面元、平面三角元，、Bezier元、参数曲面、曲面三角元等)采用不同的基函数(平面roof-top基，平面RWG基，曲面roof-top基，曲面RWG基)和不同的检验函数进行处理。

In this proposed algorithm, all focal elements of every piece of evidence are classified into dereliction and remainder, and the basic probability assignments of those derelictions are reassigned to the remainders when they are correlative or the dereliction is nested to the remainder.

该算法以焦元的能量函数、证据的平均能量函数作为选择抛弃焦元和剩余焦元的标准，同时将抛弃焦元的基本概率赋值重新分配给与之具有嵌套关系或相交关系的剩余焦元。

与元函数相关的网络解释 [注：此内容来源于网络，仅供参考]

function constant：函数常项,函数常元

function 函数,函项 | function constant 函数常项,函数常元 | function of third order 三次函数

elementary function：基元函数

级联系统cascade system, | 基元函数elementary function, | 基元全息图 elementary hologram

friend：友元

4.6 友元在 C++中 友元 ( friend) 函数允许在类外中 友元( ) 访问该类中的任何成员, 访问该类中的任何成员 , 就象成员函数一 友元函数用关键字friend说明.

function of function：合成函数

function of confluent type 合镣函数 | function of function 合成函数 | function of n variables n元函数

function of one variable：一元函数

function of n variables n元函数 | function of one variable 一元函数 | function of several real variables 多实元函数

function of several real variables：多实元函数

function of one variable 一元函数 | function of several real variables 多实元函数 | function of several variables 多元函数

function of several variables：多元函数

function of several real variables 多实元函数 | function of several variables 多元函数 | function of third order 三阶函数

Tetrachoric function：四元函数

Test ststistic 检定统计量 | Tetrachoric function 四元函数 | Theoretical distribution 理论分配(布)

tetrachoric correlation coefficient：四元相关系数

Tetrachoric correlation 四元相关 | Tetrachoric correlation coefficient 四元相关系数 | Tetrachoric function 四元函数

tetrad difference：四元相关系数交乘差

四元函数 tetrachoric function | 四元相关系数交乘差 tetrad difference | Theil不等式系数 Theil's inequality coefficient