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secretshare_VC++
- Shamir秘密分享与恢复算法的VC++程序,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,再得出主密钥。输入大数长度和份数可自行定义(默认是270位和不超过20份)。-Shamir secret sharing and recovery algorithm VC procedures, is the use of the plane could be decided k k-1 power of the polynomi
secretshare_java
- Shamir秘密分享算法的java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, Applicati
chazhifa
- 数值实验-插值法,包括样条插值,拉格朗日插值等-- interpolation method, including spline interpolation, Lagrange interpolation
44fe979b4813b
- 数值分析中的欧拉算法 本文建立在數值分析的理論基礎上,能夠在Matlab環境中運\行,給出了理論分析、程序清單以及計算結果。更重要的是,還有詳細的對算法的框圖說明。首先運\用Romberg積分方法對給出定積分進行積分,然後對得到的結果用插值方法,分別求出Lagrange插值多項式和Newton插值多項式,再運\用最小二乘法的思想求出擬合多項式,最後對這些不同類型多項式進行比較,找出它們各自的優劣。 -numerical analysis of Euler algorithm is base
laguer
- 计算方法大作业(拉格朗日插值法)个儿你觉得很实用,经过检验,可运行-calculation large operations (Lagrange interpolation) tall you feel very practical tests can be run. !
NEWMARKmethod
- 这是求多柔体转子纽马克法的程序。以拉格朗日方程为基础,结合有限元发计算-is seeking more flexible rotor Newmark Act procedures. To Lagrange equation, the FEM calculation
wyl_shuzhisuanfa
- 算法包括:1.二分法求解 2.牛顿法求解 3.高斯消去法求解 4.雅可比迭代法求解 5.拉格朗日插值 6.牛顿插值 7.最小二乘法拟合 8.龙贝格方法计算积分 9.欧拉方法求解初值问题-algorithms include : 1. Solving two dichotomy. Newton method 3. Gaussian elimination method 4. Jacobi iterative method 5. Lagrange interpolation 6 value. New
CHWF1
- 用C语言绘图显示实现数值分析中的Euler、 advanced Eular、punge_kutta、Lagrange、Newton插值算法以及二分法和弦切法-C language mapping realize numerical analysis of Euler, advanced eular, punge_kutta, Lagrange, Newton interpolation algorithm and dichotomy Polyphonic Cut
Lagrang
- 这是一个用C++实现数值分析的拉格朗日的程序.-This is the realization of a C Numerical Analysis of Lagrange procedures.
chswordv3
- 拉格朗日 计算方程的根 基本很准确 不过方法不是太通用的-Lagrange Equation of basic - but very accurate method is not very common
Lagrange_input_data
- 掌握Lagrange插值算法,并应用算法于实际问题 观察Lagrange插值的龙格现象-master Lagrange interpolation algorithm, algorithm and application in practical problems observation Lagrange Runge phenomenon
Neandla
- 计算牛顿和拉格朗日插值方法,用户输入插值结点-calculated Newton and Lagrange interpolation methods, user input interpolation nodes
Lagrange
- Documents and Settings
InterFit
- 本程序是有关数学中常用的插值和拟合的问题,其中包括拉格朗日整体,拉格朗日局部,二点三次插值,可调点数插值,复杂多项插值, 一次曲线拟合,二次曲线拟合,三次曲线拟合,四次曲线拟合,五次曲线拟合。-this procedure is commonly used mathematical interpolation and fitting problems, including Lagrange overall, Local Lagrange, 2.3 times interpolation, a
L1InvertedPendulum_chy
- 一阶直线倒立摆的受力分析,应用lagrange方法,用mathmatica编制。-a band linear inverted pendulum Analysis, Application ESO, mathmatica compiled with.
L2InvertedPendulum_chy
- 直线二级倒立摆的建模,应用lagrange方法,在mathematica里实现。-two inverted pendulum linear modeling, application ESO, In Mathematica achieve.
shuzhi_C++
- 包含二分法、复化辛卜生公式、改进欧拉法、拉格朗日插值多项式、龙贝格算法、牛顿迭代法、牛顿值多项式、最小二乘法、雅克比迭代法等算法。-contains dichotomy, rehabilitation of Oracle Health formula, Improved Euler, Lagrange polynomial interpolation. Long Bergh algorithm, Newton's method, Newton value polynomials, lea
lagelangriheniudun
- 拉格朗日插值法VC++源程序 牛顿插值源程序-Lagrange interpolation VC source Newton interpolation source
lglrchzh
- 用JAVA写的数值计算方法中的拉格朗日插值算法的程序,主函数是d2r1,运行d2r1就可以了-written with Java numerical calculation method of Lagrange interpolation algorithm for the procedure, the main function is d2r1. Operation d2r1 can
Lglrcz
- C++写的数值计算方法中的拉格朗日插值方法程序-C write numerical method of Lagrange interpolation methods and procedures.