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juzhenqiuni
- 矩阵求逆程序源代码 功能:就一般或者大型大矩阵求其逆矩阵!-matrix inversion source code functions : general or large building its matrix inverse matrix!
juzhenqiuni
- 用Ｃ＋＋编写的矩阵求拟算法，可以直接执行！
juzhenqiuni
- 本源码是利用VB编写的加边法矩阵求逆，在测量上广泛应用
juzhenqiuni
- 求满秩矩阵pMatrix的逆矩阵，并存结果于矩阵_pMatrix中
juzhenqiuni
- 矩阵求逆程序源代码 功能:就一般或者大型大矩阵求其逆矩阵!-matrix inversion source code functions : general or large building its matrix inverse matrix!
juzhenqiuni
- 用Ｃ＋＋编写的矩阵求拟算法，可以直接执行！-Using C , prepared by the proposed matrix algorithm can be directly executed!
juzhenqiuni
- 本源码是利用VB编写的加边法矩阵求逆，在测量上广泛应用-The source code is written using VB Bordered matrix inversion method, widely used in the measurements
juzhenqiuni
- 求满秩矩阵pMatrix的逆矩阵，并存结果于矩阵_pMatrix中-Full rank matrix pMatrix for the inverse matrix, coexist in the matrix results in _pMatrix
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- 可以实现对矩阵的求逆运算，算法简单，非常实用，针对整数-juzhenqiuni
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- 运用vb编写矩阵求逆的算法，可以实现矩阵的求逆-Vb prepared using matrix inversion algorithm, the matrix inversion can be achieved
juzhenqiuni
- 使用VC++编写程序，用来求一个任意矩阵的逆矩阵-Using VC++ programming, to seek an arbitrary matrix of
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- 求逆矩阵，采用的是行初等变换的方法，可执行，已验证-Inverse matrix, using the method of elementary transformation of the line, the executable has been verified
juzhenqiuni
- 网上看到很多关于矩阵求逆运算的代码，都很杂很乱，我把代码重新真理了一边，可以直接编译运行-See a lot of online matrix inversion code, very complex mess, I put the code back to the side of truth, you can directly compile and run
juzhenqiuni
- 首先根据程序的要求输入相应的矩阵，然后就会得到相应的逆-First, the requirements under the program enter the appropriate matrix, and then get the corresponding inverse
juzhenqiuni
- 矩阵求逆的源代码，可以进行简单的矩阵求逆计算，学生自己写的。-Matrix inverse of the source code, a simple matrix inversion calculation, written by the students themselves.
juzhenqiuni-
- 这个矩阵求逆很好很实用，我觉得对学习方便
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- codeC++求逆源代码 用函数调用写出来的 自创的-codeC++ inverse source code to write out own function calls
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- 本程序运用C语言对任意阶数矩阵实现求逆运算，读者只需改动相应数，即可实现求逆！-This procedure using C language to achieve arbitrary order matrix inversion, the reader just change the corresponding number, you can achieve the inverse!
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- 复数矩阵的求逆运算-matrix inversion
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- 矩阵的求逆 的 源程序-Achieve matrix inversion