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线性方程组的解法
线性方程组的解法: 矩阵分解与线性方程组直接方法
- 2022-03-18 13:42:41下载
- 积分:1
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一个很好的计算器程序
一个很好的计算器程序-a good calculator program
- 2022-03-09 20:49:04下载
- 积分:1
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Mean
Mean-shift聚类算法详细介绍,里面有丰富的图片和图形-Mean-shift clustering algorithm detail, which is rich in pictures and graphics
- 2023-04-13 18:10:04下载
- 积分:1
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Apriori及FP-growth源程序及输出
不但要输出频繁模式,还要输出频繁模式的支持度(绝对值,即支持度计数)输出文件中每行格式如下:abc: 1000表示输出模式为abc,其支持度为1000
- 2023-04-05 04:55:03下载
- 积分:1
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常用算法的C程序。主要内容包括多项式的计算、复数运算、随机数的产生、矩阵运算、矩阵特征值与特征向量的计算、线性代数方程组的求解、非线性方程与方程组的求解、插值与
常用算法的C程序。主要内容包括多项式的计算、复数运算、随机数的产生、矩阵运算、矩阵特征值与特征向量的计算、线性代数方程组的求解、非线性方程与方程组的求解、插值与逼近、数值积分、常微分方程组的求解、数据处理、极值问题的求解、数学变换与滤波、特殊函数的计算、排序和查找。-Commonly used algorithm of C procedures. Include polynomial terms, complex computation, random number generation, matrix operations, matrix eigenvalue and eigenvector calculations, linear algebra equations, nonlinear equations with the equations, interpolation and approximation, numerical integration, solving ordinary differential equations, data processing, for solving extremum problems, mathematical transformation and filtering, the calculation of special functions, sorting and search.
- 2022-08-04 05:36:45下载
- 积分:1
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准确的眼科中心跟踪
一个OpenCV,只需要一个摄像头。
- 2022-08-25 08:34:50下载
- 积分:1
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使用全选主元高斯,约当消去法求解线性方程组
使用全选主元高斯,约当消去法求解线性方程组-use PCA Gaussian election, when the elimination of about solving linear equations
- 2022-03-29 17:49:38下载
- 积分:1
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含有线性插值, 样条插值,Gauss矩阵列主元消去法等算法的实现
含有线性插值, 样条插值,Gauss矩阵列主元消去法等算法的实现 -with linear interpolation, spline interpolation, Gauss matrix main-element elimination algorithm Law Implementation
- 2022-09-23 08:20:03下载
- 积分:1
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采用c++编写,上机运行通过的N皇后实现代码,绝对可用
采用c++编写,上机运行通过的N皇后实现代码,绝对可用-used to prepare, on the plane running through the realization of the code N Queen"s absolutely available!
- 2022-06-26 16:25:11下载
- 积分:1
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用CORDIC算法实现的2参数反正切。结果的精度与CORDIC的迭代次数有关,迭代次数越多,精度越高。本例子中精确到小数点后4位。要提高迭代次数,还得把增加1Q...
用CORDIC算法实现的2参数反正切。结果的精度与CORDIC的迭代次数有关,迭代次数越多,精度越高。本例子中精确到小数点后4位。要提高迭代次数,还得把增加1QN格式的位数,比如32位long,程序多处需要修改,有需要的话自己改吧。
-CORDIC algorithm with the two parameters arc tangent. And the accuracy of the CORDIC iteration number, the more the number of iteration, the higher the accuracy. This case accurate to four decimal places. To raise the number of iterations, it has to the increase in a 2:30 format of the median, such as 32 long, multiple procedures need to change, the need to reform it themselves.
- 2022-03-16 10:55:29下载
- 积分:1