1) universal generating function
通用生成函数
1.
Considering the engineering characteristics of stress and strength,the discretizationof continuous random variables is adopted as a basic research approach in thisdissertation and the universal generating function is introduced,which is a fundamentaltool to calculate probability of discrete random variables.
本文考虑结构应力和强度的一些工程特点,采用连续变量离散化的研究思路,引入通用生成函数法作为离散型随机变量概率运算的基本工具,在此基础上建立若干离散化的SSI模型,使得传统SSI模型的理论体系更加完善、应用范围更加广泛。
2) general-purpose function generator
通用函数发生器
3) General Function
通用函数
1.
The Realization of a General Function for Displaying Dynamic Data in DropDown ListBox Control under PowerBuilder;
PB中下拉列表控件显示动态数据的通用函数的实现
4) universal function
通用函数
1.
A universal function of heater units is constructed t o calculate the performace of themodynamic systems.
构造了加热单元通用函数,其中封装加热单元的所有变量。
5) generating function
生成函数
1.
Equivalence between generating function method and Riccati transformation method for LQ terminal control
LQ终端控制的生成函数法与Riccati变换法的等价性
2.
With the theories of grey system,the present paper discussed the fatigue properties of fiberglass complosite materials,and founded the generating function between alternating stresses and logarithmic cycles.
本文应用灰色系统理论对玻璃钢复合材料的疲劳性能进行研究,建立了不同交变应力与对数循环次数之间的生成函数,通过生成函数对玻璃钢材料进行疲劳极限预测,效果较好。
3.
By using the theories of grey system,this paper discusses the fatigue properties of Fiber Sucker Rods(FSRs),and establishes the generating function between the alternating stress to the logarithmic cycle-index.
应用灰色系统理论对玻璃钢抽油杆的疲劳性能进行研究,建立了不同交变应力与对数循环次数之间的生成函数。
6) generating functions
生成函数
1.
For the formation flying control system with ellipse reference orbit,based on Hamilton-Jacobi equations,a new computation approach of generating functions is presented.
针对椭圆参考轨道的编队飞行控制系统,基于哈密尔顿-雅克比(Hamilton-Jacobi)方程,给出一种新的生成函数半解析近似解的计算方法,同时推导了编队飞行控制系统相对运动的线性状态转移矩阵,并且验证了模型的精度。
2.
By using ″the decreasing order recursive method″ and the generating functions of two kinds of Chebyshev polynomials, the purpose of this paper is to establish the general results of the closed computational formulae on the multiple sum of the Chebyshev polynomials of the second kind and the .
利用“降阶递归法”,从两类 Chebyshev多项式的生成函数出发 ,建立了第二类 Chebyshev多项式的多重和的封闭性计算公式的一般结果以及计算第一类 Chebyshev多项式的多重和的封闭公式的递归公式和“Mathematica”程序 ;进而也给出了若干三角函数恒等式和若干同余关
3.
This paper gives three kinds of solutions to Catalan numbers by different models, among which the methods of combination significances and generating functions are the better ones.
其中利用组合意义和生成函数两种方法都是比较巧妙的方
补充资料:通用
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