齐次函数

齐次函数分析在相对论性WKB近似中的应用

The Application of the Analysis of Homogeneous Function to Relativistic WKB Approximations

广义齐次函数和二体问题

Generalized Homogeneous Function s and the Two-Body Problem

Euler齐次函数定理的一个应用

An Example of Using Euler 's Theorem of Homogeneous Functions

首先，基于Bent函数和不重复齐次函数构造出了一类高非线性度的平衡相关免疫函数。

Firstly , based on Bent functions and non-repeated homogeneous , one kind of balanced correlation immunity . Boolean functions with high nonlinearity is obtained .

齐次函数模型极小化的Greville方法

Model . an unconstrained minimization method based on homogeneous function ( 1 ) & greville 's method

由于它利用了广义逆技术，故方法的适应性较强，作者证明了对于齐次函数，Greville方法在n+2步得到广义极小点。

It is shown that Greville 's method gains a generalized minimum in n + 2 iterations for homogeneous functions .

作者根据基于齐次函数模型的无约束最优化方法的特点，提出的了这种类型的最优化算法的改进形式&修改的Bartels-Golub方法，即直交分解校正法。

An improved version of an unconstrained optimization algorithm based on homogeneous functions is presented which uses modification of orthogonal factorization of matrices .

一类特殊半拟齐次函数的正规型

The Normal Form of a Class of Special Semi-Quasi-Homogeneous Functions

对于一般的非凸函数，其方向导数不具备任何凸性，可以利用一般正齐次函数的回收函数来给出它的一个上凸近似。

For a general convex function , directional derivative is not convex .

齐次函数的一些性质及其应用

Properties of homogeneous function and Its Applications

齐次函数在热力学中的应用

Homogeneous Function Was Used In The Thermodynamics

由于叠加原理的破坏，主张将非线性生产函数替代传统线性齐次函数。

The traditional linear function should be displaced by nonlinear function because of the breakage of superposition principle .

该模型的生产函数是满足“新古典”条件的一次齐次函数。

In the model , the production function is assumed to be nonclassic and constant returns to scale .

利用平均值不等式，得到高次齐次函数的若干条件不等式，推广了低次齐次函数的相关结果。

In this paper , we through the example introduce some applications of the mean value inequality in mathematical analysis .

有一种特殊类型的函数在经济学中特别重要，这就是齐次函数。

There is a special class of functions which is particularly important in economics , namely the class of homogeneous functions .

运用拟齐次函数的性质，给出了一类解析函数正规型的一个简单的初等的证明方法。

The normal form of a kind of analysis function is proved with a simple and elementary method by using the properties of semiquasihomogeneous functions .

给出了几乎齐次函数的一个新的刻划定理，这一刻划是齐次函数欧拉定理的拓广。

A new characterization of the almost homogeneous functions is obtained which can be considered as a natural extension of the Euler equation characterizing the homogeneous functions .

求出了F62上全部3次齐次Bent函数。

A method to find all 3 homogeneous Bent functions of degree 2 in 6 Boolean variables is derived .

高非线性度三次齐次Plateaued函数

Highly Nonlinear Cubic Homogenous Plateaued Functions

用齐次同伦函数求多项式方程组的所有解

Finding All Solutions to Polynomial Systems with Homogeneous Homotopy Function

关于二元分式线性齐次复合函数的积分

On the Double Integral of Linear - Fractional Homogeneous Functions with Two Variables

齐次生产函数条件下长期成本函数的确定方法

A Method for Determining the Long Run Cost Function under the Condition of Homogeneous Production Function

一是非齐次转移函数的连续性、可测性、在每时刻极限的存在性三者之间的关系；

The first one is the relationships among the continuity , the measurability and the existence of all the limits on each moment .

第三章我们基于熵型二阶齐次距离函数在非负约束下得到了一些收敛性结果，并且给出了一些实际应用的例子加以分析说明。

In the third chapter , we obtain some convergence results of an entropy-like second order homogeneous distance function that subjected to nonnegative constraints , and we give some examples of practical applications to further analysis .

首先分别给出了Bent函数和不重复齐次k次函数的非线性度、平衡性和相关免疫性；

First , this paper gives non-linearity and balanced correlation-immunity of Bent functions and non-repeated homogeneous functions with k degree respectively ;

线性非齐次方程待定函数法及相关定理证明

Theorem of method of undetermined function for linear nonhomogeneous and its proof

非标准的非齐次Markov链转移函数的两个基本问题

Two fundamental problems about the nonstandard nonhomogeneous Markov chain transition functions

讨论了不重复齐次k次布尔函数的密码性质，给出了这类函数所满足非线性准则；

The cryptographic properties of non - repeated homogeneous Boolean functions with k degree are discussed and the nonlinear criteria satisfied by this class functions are given .

本文研究一类高阶线性齐次与非齐次迭代级整函数系数微分方程解的增长性问题。

In this paper , we investigate growth problems of solutions of a type of homogeneous and non-homogeneous higher order linear differential equations with entire coefficients of iterated order .