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基于最小二乘原理的正交多项式拟和输入原始数据及拟和次数即可输出最终拟和表达式系数-based on the principle of least squares orthogonal polynomials and to the importation of the raw data and can be exported and the number of proposed and final expression coefficient
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数值分析中的关于非等距节点正交多项式的程序。已经写成函数，可以直接调用。-Numerical Analysis of orthogonal polynomials on non-equidistant nodes in the program. Already written function can be called directly.
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正交规一化的Zernike 多项式，用来拟合人眼波前像差。-The normalized Zernike orthogonal polynomials to fit the eye aberrations.
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该程序的作用用于产生正交多项式.该压缩包内含有多个M文件,其中Approximation.m文件为主要的函数文件,它会调用其他的函数文件.该函数提供了和Matlab自身提供的函数一样的条用方式.-The role of the program used to generate orthogonal polynomials. The package contains a number of M documents, including documents Approximation.m funct
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该算法是用正交多项式来求最小二乘拟合多项式。-This algorithm is to use orthogonal polynomials to seek least-squares polynomial fitting.
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把积分变成求和，再以所得到关于点集正交的多项式作基求最小二乘的拟合曲线-The integral into a sum of them, and then got on the point set of orthogonal polynomials for least-squares fitting curve of the base demand
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利用MATLAB编码来解决离散正交多项式。-The use of MATLAB code to solve the discrete orthogonal polynomials.
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试验模态参数的频域识别方法__正交多项式法模态参数识别-Experimental modal parameters identification method in frequency domain orthogonal polynomials __ modal parameter identification method
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广义曲边四边形区域族上的正交多项式polynomials family-General curved quadrilateral area on the orthogonal polynomials family
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提出了一种基于自适应 Chebyshev 多项式神经网络(ACNN)的 Logistic 混沌系统控制算法。该算法采用 Chebyshev
正交多项式作为神经网络的激励函数, 构建 Logistic 混沌系统的预测与控制模型。为了保证算法的稳定性, 提出和证明了收敛定
理, 并利用自适应学习率算法提高神经网络的学习效率和收敛速度。通过采用自适应 Chebyshev 神经网络直接学习 Logistic 混
沌系统的动态特性, 并对系统实施目标函数控制。实验仿真结果表明, 该算法在 L
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Orthogonal Polynomials Approximation
数值分析，计算正交基多项式的系数
-Given a function f and a set of m >0 distinct points . You are supposed to write a function to approximate f by an orthogonal polynomial using the exact function values at the given m poin
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阿尔珀特变换是一个多小波变换基于正交多项式。它最初被设计为偏微分方程和积分方程的决议，因为它避免了边界神器，并且可以使用任意采样。-The Alpert transform is a multiwavelets transform based on orthogonal polynomials. It was originally designed for the resolution of partial differential and integral equations, since i
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。给出了时域滤波的基本原理以及通常采用的
IIR 椭圆地物杂波滤波器的设计方法。重点研究了回归滤波器这一时域滤波算
法。从正交多项式的拟合出发，给出了回归滤波器抑制地物杂波的基本原理及
其滤波实现过程。通过对回归滤波器的计算复杂度的研究，寻找使回归滤波器
计算量最小的正交多项式。分析了回归滤波器频率响应特性，比较了回归滤波
器与IIR 椭圆地物杂波滤波器的计算复杂度。利用仿真的雷达信号，分析了回
归滤波器的地物杂波抑制性能。回归滤波器实际上是一高通滤波器，它在滤掉
低
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分析研究基于非等距节电的正交多项式的最小二乘法拟合算法, 并用程序实现。-The analysis is based on the non-equidistant energy saving orthogonal polynomials the method of least squares fitting algorithm and program.
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用正交多项式做小二乘曲线拟合， 针对给定数据的煤自燃监测数据中煤温与 之间的非线性关系，用正交多项式做最小二乘曲线拟合。数值分析-Orthogonal polynomials with small squares curve fitting to do, for a given data monitoring data in the coal spontaneous combustion of coal and the nonlinear relationship between tempera
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离散试验数据点的正交多项式最小二乘拟合，源程序-Discrete experimental data points orthogonal polynomials least squares fitting
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In this paper, an orthogonal functions neural network is used to
achieve the control of nonlinear systems. The adaptive controller is constructed
by using Chebyshev orthogonal polynomials neural network, which has advantages
such as simple stru
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The Zernike polynomials are a set of orthogonal polynomials that arise in the expansion of a wavefront function for optical systems with circular pupils.
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Polynomial approximations (square method)
In mathematics, approximation theory is concerned with how functions can best be approximated with simpler functions, and with quantitatively characterizing the errors introduced thereby. Note that what
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matlab环境下求勒让德正交多项式的程序，主要用于曲线拟合计算。-Seeking Legendre orthogonal polynomials Germany matlab environment procedures, mainly used for curve fitting calculations.
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