Some kinds of iterative functional equations together with some basic results are introduced in Chapter 1.
在本文的绪言中介绍了几类迭代函数方程，并对与之相关的一些基本结果作了一个简要介绍。
Two functional equations are proved for the angular distribution functions and can be used for their solutions.
证明了角分布函数满足两个函数方程。并由此导出几种新的定解方程。
As applications, the existence of common solutions for a class of system of functional equations arising in dynamic programming are discussed.
作为应用，研究了一类起源于动态规划的泛函方程组公共解的存在性问题。
The detailed forms of the functional equations and the final governing equations for solutions are given for the cases of plane strain and plane stress.
对于平面应变及平面应力的情况分别给出函数方程与定解方程的具体公式。
Some existence theorems of common and coincidence solutions for a class of more general systems of functional equations arising in dynamic programming are shown.
本文讨论了动态规划中提出的一类更一般的泛函方程组公共解和重合解的存在性问题。
The basic elementary functions represented by functional equations were obtained by using the methods of solving ordinary differential equations and initial value probe.
用求解常微分方程及其初值问题的方法得到由函数方程表示的基本初等函数。
The basic elementary functions represented by functional equations were obtained by using the methods of solving ordinary differential equations and initial value probe.
用求解常微分方程及其初值问题的方法得到由函数方程表示的基本初等函数。
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