资源列表
large_JNSg_2236k200150
- 黄金分割法-0.618法 黄金分割法-0.618法 黄金分割法-0.618法 -黄金分割法-0.618法 黄金分割法-0.618法 黄金分割法-0.618法 黄金分割法-0.618法 黄金分割法-0.618法
newton
- 用牛顿迭代法求方程 f(x)=x³ -x² -1=0 在x。=1.5附近的一个实根。取§=0.000001，取最大迭代数为60. -With Newton iteration equation for f (x) = x ³-x ² -1 = 0 in x. = 1.5 near the root of a real. Take § = 0.000001, take the largest number of 60 iterations.
RBESPRIT-rRBESPRIT
- 包含波束域的esprit和实值化的波束域esprit程序，结构清晰，便于学习研究这方面的朋友对照程序，学习相关的原理。-Domain contains the beam and the esprit of the beam real esprit domain procedures, the structure of a clear, easy to study and research in this area control procedures friends, learning prin
seg
- This a MATLAB code for segmentation of any image. Initially the image is converted from RGB to greyscale image and then segmantation is done.-This is a MATLAB code for segmentation of any image. Initially the image is converted from RGB to greyscale
exampdsp
- MATLAB语言入门》教学光盘中源程序。关于MATLAB使用的入门实例。适合初级以及中级工程人员使用。-Introduction to MATLAB language " teaching CD-ROM
NNHTSP
- a nearest neighbor heuristic solving travelling salesman problem. it is great. h-a nearest neighbor heuristic solving travelling salesman problem. it is great. hehehhehehhee
fuhuaqiujikechengsheji
- 利用复化梯形公式、 Newton-Cotes公式 、 Romberg公式进行积分数值计算，将计算结果与精确值比较。给出实例，并编写程序，给出结论。-Rehabilitation of the use of trapezoidal rule, Newton-Cotes formulas, Romberg numerical integration formula, the calculation results compared with the accurate value. Examples
HelloV
- 生成hello (Win32)、helloV(单文档、无文档/视图结构)、exhello(单文档、文档/视图结构)和exdlg(基于对话框)四个程序框架。添加一个快捷菜单，在其下添加显示、隐藏、红色、绿色、蓝色等菜单项，进行消息映射，添加OnContextMenu函数，编写代码，实现快捷菜单。 -Generated hello (Win32), helloV (single document, no document/view structure), exhello (Single Docu
shuzhifenxikechengsheji
- 考虑在一个固定区间上用插值逼近一个函数。显然，Lagrange插值中使用的节点越多，插值多项式的次数就越高。我们自然关心插值多项式增加时，Ln(x)是否也更加靠近被逼近的函数。龙格(Runge)给出的一个例子是极著名并富有启发性-Consider a fixed-interval interpolation using a function approximation. Obviously, Lagrange interpolation nodes are used the more the n
ntchazhi
- 利用插值基函数很容易得到拉格朗日插值多项式，公式结构紧凑，在理论分析中甚为方便，但当插值节点增减时全部插值基函数lk(x)(k=0,1,…,n)均要随之变化，整个公式也将发生变化， 这在实际计算中是很不方便的，为了克服这一缺点，提出了牛顿插值。 -The use of interpolation basis function can easily obtain the Lagrange interpolation polynomial, the formula is compact and
nt_cotes
- 牛顿－科茨求积公式 是常微分方程的数值解法-Newton- Cotes quadrature formula is the numerical solution of ordinary differential equations
ROMBERG
- 在变步长求积过程中的三个加速公式，将粗糙的积分近似值迅速加工成精度较高的积分近似值的求积方法为龙为个求积算法。-Variable step size in order to plot the course of the three accelerated formula rough approximation of the points quickly processed into a high precision quadrature integral approximation method