数值计算中追赶法的C++实现算法，用类实现。-numerical calculation method to catch up with the algorithm in C, Class Implementation. 下载
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数值计算方法里的一种经典算法,追赶法,用于大型稀疏方程组-numerical calculation methods a classic algorithms, catching up with the method for large sparse linear equations 下载
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在matlab环境下利用追赶法解线性方程组的算法实现- 下载
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计算方法的追赶法-catch up with the calculation method 下载
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计算方法中用追赶法解方程的C++代码源程序-calculation method used to catch up with the solution to the equation C source code 下载
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追赶法求解三对角矩阵是数值算法中重要的一种,这个利用了求借热传导方程-chased solve three-diagonal matrix numerical algorithm is an important, the use of the demand by heat conduction equation 下载
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C语言实现追赶法 可方便三对角线矩阵的运算-C language to catch up with the law will facilitate the three diagonal matrix arithmetic 下载
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本题采用的计算方法为：主要求解三对角阵方程组得解。采用的计算方法为“追赶法”。 算法思路为：求解方程Ly=d（追）——〉求解Ux=y（赶） -that the use of the method of calculating : three pairs for the main diagonal matrix equations in the solution. Using the method of calculating "catch up law." Algorithm ideas : Solving equations Ly = d (recovery) -- "Solving Ux = y (rush) 下载
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1.内存管理一律根据实际需要的大小在堆中动态分配内存。 2.边界检查。如果数组下标超越了数组大小界限，会给出警告信息，可以防止非法内存访问以及方便程序的调试。 3.重载了+,-,*,+=,-=,数乘等常见运算符； 4.可以保存数组为二进制数据文件和文本文件两种形式，也可以从二进制数据文件和文本文件读取数据到数组。 5.实现了和矩阵相关的线性代数方程组求解算法。一是高斯选主元消去法二是针对三对角矩阵的追赶法。 6.静态函数Bspline3()：3次B样条曲线插值算法-1. Memory management will be based on the actual needs, the size of the rubble dynamic memory allocation. 2. Border checks. If the array subscript beyond the array size limit, a warning message is given, prevent illegal memory access and to facilitate the debugging process. 3. Heavy =,-=, the ,-,*, by several other common Operators; 4. can be preserved array of binary data files and text files in two forms. but also from the binary data files and text files to read data array. 5. And the realization of the matrix of linear algebraic equations algorithm. First, the main election Gaussian Elimination Act 2 yuan against three pairs to catch up with the diagonal matrix method. 6. Bspline3 static function () : 3rd B-spline curve interpolation algorithm 下载
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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 closure of two. At that time, because the situation, was the most aggressive, the code does not look good, but good use. To facilitate the transmission parameters, I have done a linked list, when used according to its own circumstances can change, the core algorithm can be fixed. 下载
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