HOF：高阶函数

“高阶函数”（Higher Order Function）通常简称为HOF，这一缩写形式便于快速书写和日常使用。该术语在计算机科学和函数式编程领域中被广泛应用，用于描述那些可以接收函数作为参数或返回函数作为结果的函数类型。尽管其应用场景多样且常见于多个相关领域，目前尚未有统一的细分归类。

This paper discusses a kind of calculation method for parital derivative of higher order of function of many variables.
讨论了多元复合函数二阶偏导数的一种计算方法。
On this basis, the higher order Lagrange function is introduced, the higher order Lagrange equations of holonomic potential mechanical system are derived, and the higher order cyclic integral and the integral of higher order generalized energy of the system are obtained.
在此基础上，引入高阶Lagrange函数，得出完整有势力学系统的高阶Lagrange方程，并得到系统高阶循环积分和高阶广义能量积分。
By making use of the complete eigenfunction expansion forms ( EEF ) in the interface crack problem and its pseudo orthogonal properties, the higher order weight function method is developed to calculate the expansion coefficients and the stress intensity factors of the interface crack.
从界面裂纹完备的特征展开式出发，利用伪正交特性，提出了计算界面裂纹特征展开式系数和应力强度因子的高次权函数法。
The Kind of Calculation Method for Parital Derivative of Higher Order of Function of Many Variables
关于多元复合函数高阶偏导数计算的一种方法
This paper addresses the convergence property of higher order ambiguity function ( HAF ), which is used to estimate the parameters of polynomial phase signal ( PPS ).
本文讨论用于多项式相位信号参数估计的高阶模糊函数的收敛性质。

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