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Newtoniterate
- 数值计算牛顿迭代法的matlab源程序 说明如下： ％fun----input,the part as the form of f(x) in the equation f(x)=0 ％ ini----input,sets the starting point to ini ％ err----input,sets admissible error ％ sol----output,returns the root of equation-Numerical calculati
NEWTON
- 利用牛顿迭代法解非线性方程，这是其matlab程序-Using Newton iteration solution of nonlinear equations, which are its matlab program
matlab_newton
- 用于matlab用牛顿迭代法解方程，这个在数值计算中是很重要的-Matlab by Newton' s iterative method for solving equations, this in numerical calculation is very important to
Matlab
- 矩正实验室的源代码，包括牛顿迭代法 拉格朗日法 和其他的经典算法-Moment is the laboratory s source code, including the Newton iteration Lagrangian and other classical algorithm
ninewton
- 牛顿迭代法求解线性方程，其收敛阶数为1次-newton iteration for liear equation
Broyden
- 拟牛顿迭代法是相对比较新的一种方法，克服了牛顿迭代需要求导数和求逆的缺点.-Newton iterative method is a relatively new method of Newton shall be required to overcome the derivative and inverse shortcomings.
newton
- 牛顿迭代法，用于求解非线性方程的解。此程序比较详细，虽然程序看上去很多，但是各方面都很到位。-Newton iterative method for solving nonlinear equations. This procedure in more detail, although the process seems a lot, but all aspects are in place.
newton
- 牛顿迭代法，用于对通用多项式的计算，可自己设置处置，精度等-Newton iterative method for the calculation of general polynomials can set up their own disposal, precision
newton
- 牛顿迭代法求非线性方程的解，需输入初始值，方程，导数方程，步数，error-Newton iteration solution of nonlinear equations required to enter the initial value equation, derivative equation, step number, error
zxecf
- 一种应用牛顿迭代法的MATLAB源程序 解决的是方程求根的问题-A MATLAB application of Newton iteration method to solve the source problem of finding roots of equations
Newton-Raphson
- 牛顿迭代法对于解决非线性方程应该有很重要的作用吧-Newton iterative method for solving nonlinear equations should have a very important role it
Newton
- 这个文件中是计算方法中牛顿迭代法的具体说明及计算计算举例。-This file is in the Newton iteration method for specific instructions and calculation Examples of calculation.
Newton
- 牛顿迭代法的实现，应用此程序，封装成函数，即可调用。(Newton iterative method, the application of this program, packaged as a function, you can call.)
newton
- 牛顿迭代法，与传统意义上的迭代法类似，只是将f(x)进行泰勒级数展开，只保留前两项，然后进行迭代。其迭代方程为x_(k+1)=x_k-(f(x_k))/(f^' (x_k))。 从编程上来讲，以上述方程对固定范围的复数域中的每个点作为初始点进行迭代，每个点都会收敛到该方程的一个解，对不同的解涂抹不同的颜色，就会看出其收敛范围。如果想得到其精确解所在位置，可通过到达给定精度的迭代次数进行判断，因为该点越接近精确解，其迭代速度越快。以下对老师提供的程序和自己写的程序进行一下对比，选用方程为：y=x
newtoniteration
- 本程序为使用牛顿迭代法和近似估计法解非线形方程组，包含详细的例程(Newton iteration method and approximation for solving nonlinear equations)
迭代法
- 五种迭代法解------非线性方程求根 分别采用了牛顿法、简易牛顿法、史蒂芬孙迭代法、二分法和割线法(The iterative method for solving nonlinear equations.)
11
- 牛顿迭代法是必须要学习的内容，同时也要进行编程(The Newton iteration is the content that must be learned, and also to be programmed.)
新建文件夹
- 牛顿迭代法是考试必考的内容，所以，我们既要掌握它的原理，也要编写代码(Newton iterative method is the examination content, so we should grasp the principle of it is to write code)
牛顿迭代代码
- 通过牛顿迭代法实现求一个函数在区间内的所有根(All the roots of a function in the interval are obtained by the Newton iterative method)
牛顿迭代法
- matlab环境下试用于高维方程组求解的牛顿迭代法算法函数(Newton iterative algorithm function for solving higher dimensional equations in matlab Environment)