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数值分析中的各种插值
- Lagrange插值+Newton插值+分段线性插值+复合梯形公式求定积分+列主元高斯+牛顿迭代+数据拟合+线性方程组迭代+++追赶法(1)
LGLR 用拉格朗日插值法和牛顿插值法求解某点的函数近似值
- 自选插值问题，编制一个程序，分别用拉格朗日插值法和牛顿插值法求解某点的函数近似值。-语言 所查询字词的翻译 英语 Optional interpolation problem, the preparation of a program, respectively, Lagrange interpolation and Newton interpolation method for solving the function approximation of a point
lagran.rar
- 拉格朗日插值模拟曲线，基于matlab的程序,Lagrange interpolation simulated curve, based on the matlab procedure
Curve_Interplation.rar
- 多种曲线差值方法, 如拉格朗日多项式差值, 贝塞尔曲线差值, 三次样条差值,A variety of curve difference methods, such as Lagrange polynomials margin, the margin Bezier curves, cubic spline difference
shuzhijisuan.rar
- 数值计算方法的程序： 加速迭代 牛顿迭代 Gauss 杜里特尔分解法 克洛特 追赶法 平方根法 改进平方根法 雅可比迭代 高斯 赛德尔迭代 拉格朗日插值法 分段线性插值 分段抛物线插值,Numerical method of procedure: to accelerate the iterative Gauss-Newton iterative decomposition method克洛特Ritter Duri law to catch up with the sq
matlab.rar
- MATLAB的插值问题——关于拉格朗日插值应用的几个实例,MATLAB' s interpolation- Lagrange interpolation on a few examples of applications
CAD_baojiao
- 用于机械行业CAD计算包角系数。支持多重拉格朗日插值法计算包角系数。可自由输入插值次方数。多重拉格朗日插值法计算算法有一定参考价值，属个人原创，如有雷同，绝属巧合。-CAD computing package for the machinery industry angle factor. Lagrange interpolation method to support multi-angle factor package. Enter the number of free interpolat
LagInterp
- Lagrange 插值,该程序实现线性，二次，三次等等lagrange插值功能。-the interpolation of Lagrange
Desktop
- 拉格朗日插值用于求曲线模拟，学会了会受益终生，是很好的数学方法-Lagrange interpolation is used to simulate demand curve, learn to be a lifetime, is a good mathematical
Rungehanshuchazhiwenti.rar
- 比较三次样条插值和拉格朗日插值多项式对runge函数插值的效果并作图解释,Comparison of cubic spline interpolation and Lagrange interpolation polynomial interpolation of the Runge function and mapping to explain the effect of
chazhi
- 数值分析常用的几种插值法，包括lagrange插值和Newton插值等-Numerical analysis of several commonly used interpolation, including interpolation and Newton interpolation lagrange
interpolation
- matlab各种插值算法应用实例,包括：拉格朗日插值、艾特肯插值法、牛顿插值法、 高斯插值法、 埃尔米特插值法、 分段埃尔米特插值法、样条插值、有理分式插值法、分片双线性插值、二元三点拉格朗日插值及分片双三次埃尔米特插值-a variety of interpolation algorithm matlab application examples include: Lagrange interpolation, Aitken interpolation, Newton interpolatio
01
- 编制通用程序：对n+1个节点xi及yi=f(xi)(i=0,…,n) （1）n次拉格朗日插值计算公式Ln(x)； （2）n次牛顿向前插值计算公式； -The preparation of common procedures: the n+1 nodes xi and yi = f (xi) (i = 0, ..., n) (1) n times Lagrange interpolation formula Ln (x) (2) n times Newton forward inte
lab02
- 拉格朗日插值通用程序。。。可修改函数和函数求导的值-General Lagrange interpolation process. . . Can modify the function and the function of the value of the derivative
joint-force-measure
- ADAMS软件使用交互式图形环境和零件库、约束库、力库，创建完全参数化的机械系统几何模型，其求解器采用多刚体系统动力学理论中的拉格郎日方程方法-ADAMS software uses an interactive graphical environment, and part library, library binding, force libraries to create fully parametric geometric model of the mechanical system,
ChaZhi
- 该文件中有拉格朗日插值算法，艾肯特插值算法，牛顿插值算法，高斯插值算法，埃尔米特插值算法的常见插值算法的代码。-The document in the Lagrange interpolation algorithm,艾肯特interpolation algorithm, the Newton interpolation algorithm, Gaussian interpolation algorithm, Hermite interpolation algorithm of the code
exact_alm_rpca
- RPCA (Robust Principal Component Analysis)是目前用于矩阵填充、图像去噪的最有效的优化方法。该代码是求解RPCA的一种数值算法——Exact ALM（Exact Augmented Lagrange Multiplier）-The most basic form of the exact ALM function is [A, E] = exact_alm_rpca(D, λ), and that of the inexact ALM function i
Shamir
- Shamir秘密分享算法的C#实现，主要是使用平面上k点可以决定k-1次方的多项式，以k点为门槛值，应用Lagrange多项式插入方法的技术，回复原多项式，再求出主密钥。-Shamir secret sharing algorithm to achieve the java, is the use of the plane could be decided k k-1 power of the polynomial, a k-value of the threshold, Application
lagelangrichazhi
- 拉格朗日插值法matlab程序，希望大家在学习《数值分析》的课程时多动手实践，还是那句话，兴趣最重要；-Lagrange interpolation matlab program, I hope everyone in the study, " Numerical Analysis" many hands-on experience when the curriculum, or that sentence, the most important interest Ha ha
libmesh-0.7.0.3.tar
- 处理六面体，四面体，四边形和三角网格。拉格朗日，层次，以及单项有限元。接口PETSc解，自适应网格加密，和极端portablility -Handling hexahedral, tetrahedral, quadrilateral and triangular meshes. Lagrange, level, and the individual finite element. PETSc solution interfaces, adaptive mesh refinement, and e