搜索资源列表
runge
- 数值计算方法，龙格现象-numerical calculation method, Runge phenomenon
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
larange
- 该算法实现了拉格朗日插值并比较了龙格现象
laq
- 一元三点不等距插值（此算法避免了拉格朗日算法的龙格现象）
bijiao
- 编写了龙格现象中举例的函数（1/（1+x^2））的三次样条插值图像和原图像的比较，此程序简单适用。
runge
- 数值计算方法，龙格现象-numerical calculation method, Runge phenomenon
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
laq
- 一元三点不等距插值（此算法避免了拉格朗日算法的龙格现象）-One dollar three-point non-equidistant interpolation (this algorithm avoids the Lagrangian algorithm Runge phenomenon)
bijiao
- 编写了龙格现象中举例的函数（1/（1+x^2））的三次样条插值图像和原图像的比较，此程序简单适用。-Prepared Runge phenomenon, for example a function of (1/(1+ X ^ 2)) of cubic spline interpolation image and the original image compared to a simple application of this pr
danbai
- 本程序以自然界最平常的单摆现象为案例，利用计算机仿真中的典型四阶龙格-库塔法进行仿真，通过C语言的图形显示功能函数加以显示，实现C语言教学、计算机仿真教学与大学物理运动学知识的有机结合，理解简单应用系统的构思方法和实现方法。-Nature of this procedure to the most ordinary pendulum phenomenon as a case, the use of computer simulation
longgexianxiang
- 数值计算方法 龙格现象+解决（切比雪夫点的定义）-Numerical method Runge phenomenon+ Solution (Chebyshev point definition)
89346499sr
- 产生随机共振现象的输入输出信噪比曲线,运用龙格库塔算法求解朗之万方程，进而实现随机共振系统-the realization of stochastic resonance systems
1
- 通过用切比雪夫来随着节点数的增加，逼近程度就越好，它能很好的消除了“龙格现象”。-d d dfdkfjdfdkjfkdjfd dfdf d
myInterp
- 线性插值，反映龙格现象，不同插值点数对比-Linear interpolation, reflecting the Runge phenomenon, comparison of different interpolation points
yangtiaochazhi
- 三次样条差值的matlab源代码，包含图像，龙格现象的分析-Cubic spline difference matlab source code, including images, analysis of Runge phenomenon
chazhi
- 拉格朗日插值注意龙格现象求拉格朗日插值。 用拉格朗日插值求方程f(x)=，定义域是[-5,5].-Lagrange interpolation note LongGe phenomenon for Lagrange interpolation.
runge_test
- 用matlab对高次插值时龙格现象的测试-Test on the the Runge phenomenon of high order interpolation using matlab
Piecewise-linear-interpolation
- 使用分段线性插值算法对数据进行内插，有效的避免了高次插值时产生的龙格现象。-Using piecewise linear interpolation of data interpolation algorithm, effectively avoids the high order interpolation when the runge phenomenon.
matlab代码
- matlab自编代码实现多项式拟合与积分，以及多项式的龙格现象(Matlab self compiled code to achieve polynomial fitting and integration, as well as polynomial Runge phenomenon)