搜索资源列表
FilterCal
- 这个我写的一个计算LC滤波器的程序，可以显示出最后的频率截止情况，有最平法，椭圆法等计算方法-this, I wrote a calculation of the LC filter procedures can demonstrate that the frequency of the final deadline, the most-France, oval law calculation method
zuigansuanfa
- 用于多个离散点拟合光滑曲线的，优化了追赶法，这个例子适用于闭合和不闭合两种情况。当时由于工程情况，写的急，代码不好看，但是很好用。为了方便传递参数，我做了一个链表，用时候根据自己情况可以修改，核心算法不动即可。-point for a number of discrete smooth curve fitting, and optimized to catch up with the law applicable to this case is not closed and the closur
数值分析课程设计
- 本人的数值分析课程设计 ，比较完整！Gauss顺序消去法与Gauss列主元消去法是计算机上常用来求解线性方程组的一种直接的方法。就是在不考虑舍入误差的情况下，经过有限步的四则运算可以得到线性方程组的准确解的一类方法。-Numerical analysis of the curriculum design, a relatively complete! Gauss law and order eliminate Gauss out PCA elimination method is commonl
EulerInMaths
- 搜集了Euler为数学界做出的贡献,以及Euler理论,Euler定律 喜欢数学的朋友不可错过-collected a number of scholars to make contributions, and the Euler theory, Euler law like mathematics friends not to be missed
GaussInMaths
- 搜集了Gauss为数学界做出的贡献,以及Gauss理论,Guass定律 喜欢数学的朋友不可错过-collected a number of academic Gauss made contributions, and the Gauss theory, Guass law like mathematics friends not to be missed
NewtonInMaths
- 搜集了Newton为数学界做出的贡献,以及Newton理论,Newton定律 喜欢数学的朋友不可错过-collected a number of Newton's academic contributions, and the Newton theory, like Newton's Law mathematical friends not to be missed
1-4VB
- 一维交错格点法vb源程序, 取所有文本内容,然后以回车换行符进行字串分割.-a staggered grid method vb source files, a staggered grid peacekeeping law vb source files, access to all text, Then Enter newline for strings division.
NewtonIteration
- 在C语言环境下的一个用牛顿迭法求根的程序.-in C language environment of a law with Newton peaked again and again rooting procedures.
yuanma
- 1.大型稀疏线性方程组的求解 A*X=b 。 2. 一维数组冒泡法排序算法 4.矩阵求逆 5. 改进的牛顿算法——弦割法 -1. Large sparse linear equations, the solution X = A * b. 2. One-dimensional array Bubble Act Sorting Algorithm 4. 5 matrix inversion. Improved Newton's algorithm -- S
zuiganfa
- 这个是数值分析中追赶法的实现程序。采用c语言实现。-This is a numerical analysis of the law to catch up with the realization process. C adopted language.
换位法
- 这是硕士生计算机软件专业组合数学的一个换位法算法演示，仅供参考。-This is the master computer software professional combination of a mathematical algorithm law transposition demonstration purposes only.
任意基数阶魔方块
- 基本算法为：先将1填入第一行中间位置；再依次将2-n方按如下规律填写：//1，填入上个数上一行的右边位置，如果没有上一行则转到最后一行，如果右边没有方格//则转到最左边的方格。2，如果要填的位置上已经有数，则转填到它上一个数的下边方格//3，对于第一行的最后一个数的下一个数应填在该数下边的空格处-basic algorithm : a first Enter the middle of the first line; Another will be followed by 2-n-law fil
Work2
- 北航数值分析大作业第二题：用幂法和反幂法求501阶矩阵的特征值-Numerical analysis of a large operation Beihang second question: The power method and inverse power law seeking 501 order matrix eigenvalue
NumericalAnalysis
- 用JAVA编写的一个界面程序，实现了二分法、牛顿法、高斯法、SOR迭代法、三角分解法、三次样条插值曲线、曲线拟合的最小二乘法、数值积分Romberg算法、常微分方程的初值解法 改进Euler法、矩阵的特征值和特征向量 反幂法-An interface with a JAVA program written to achieve a dichotomy, Newton method, Gauss law, SOR iteration method, triangular decomposition
NEWTON
- 这个是优化方法中的一种方法，叫做牛顿法，是一种简单实用的迭代方法。-This is the optimization of a method, called Newton s law, is a simple practical iterative method.
B9
- 验证卡布列克运算。任意一个四位数，只要它们各个位上的数字是不全相同的，就有这样的规律： 1)将组成该四位数的四个数字由大到小排列，形成由这四个数字构成的最大的四位数； 2)将组成该四位数的四个数字由小到大排列，形成由这四个数字构成的最小的四位数(如果四个数中含有0，则得到的数不足四位)； 3)求两个数的差，得到一个新的四位数(高位零保留)。 -Verify Kaprekar operation. Any one of the four-digit, as long as thei
boxcount
- A set (e.g. an image) is called "fractal" if it displays self-similarity: it can be split into parts, each of which is (at least approximately) a reduced-size copy of the whole. A possible characterisation of a fractal set is provided by the "box-
alaw_pcm
- PCM与A-LAW PCM的相互转换程序-PCM & A-LAW PCM conversion
a
- 矩阵与数值分析：高斯法，高斯列主元法，G_S迭代，牛顿法，jacobi迭代法，G-S迭代法 ，牛顿法求根，三次样条插值，多项式拟合，复化Simpson方法，复化梯形方法，n=3的Gauss_Lengendre公式，4阶Runge-Kutta法求解微分方程-Matrix and numerical analysis: Gauss method out PCA Gaussian law, G_S iteration, Newton' s method, jacobi iterative m
Development-of-a-thorax-finite-element-model
- Kinetic energy non-lethal weapons (KE-NLW) are now widely used by law enforcement, by military forces, by the police in situations where the use of lethal arms is not required or suitable. Unfortunately, their effects are still not well known.