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QR二维码生成
- QR二维码生成
基于排序QR分解的MMSE算法解调VBLAST
- VBLAST编码,然后采用ZF-SIC,MMSE-SIC,MMSE-QR,MMSE-SQR等多种方法解码,适合于初学者。
Good for decoding QR code!!!
Good for decoding QR code!!!
Decode QR code with VB
Decode QR code with VB
QR分解的串行实现
- QR分解的串行实现
QR Code 中文标准
- 该文档详细的描述了QR Code的编解码过程,对于二维码的实现和研究有很好的参考价值。
QR方法求实系数多项式方程的全部根
- QR方法求实系数多项式方程的全部根-QR method realistic polynomial equation coefficients of all-
qr
- 矩阵QR分解.数字分析的比较难的程序,值得一看 -matrix QR decomposition. Digital analysis of the more difficult procedures, eye-catcher
qr方法求赫申伯格矩阵的全部特征值
- qr方法求赫申伯格矩阵的全部特征值-qr Hoeschen way for the full Burg matrix eigenvalue
QR+encode+java
- qr码encoder+decoder 应该是日本人开发的开源源码-qr code encoder+ decoder should be the Japanese open-source development
qr
- 程序中给出了用变形QR方法计算实对称三角阵的全部特征值与相应的向量-Procedures are given deformation QR method with real symmetric triangular matrix of all eigenvalues with the corresponding vector
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- 一个qr矩阵算法,并行计算再smp环境下实现。具有很好的类比价值-A qr matrix algorithms, parallel computing environment re-smp realize. The value of a good analogy
QR
- 矩阵QR算法 能计算任何矩阵的Q和R,结果很精确,望大家修改使其精简点-Matrix QR algorithm can calculate any matrix Q and R, the results are accurate, we modify and adapt them to look to streamline the point
QR
- 在对矩阵进行拟上三角化的基础上利用带双步位移的QR分解法求解矩阵的特征值-To be in the upper triangular matrix based on the use of dual-band step-by-step displacement of QR decomposition method for solving matrix eigenvalue
QR
- 带双步位移的QR分解法求解矩阵的特征值和特征向量-With two-step displacement of the QR decomposition method for solving matrix eigenvalue and eigenvector
QR
- QR条码的C++封装,可以移植到嵌入式系统中.-QR 2D barcode
QR
- 矩阵全部特征值的QR方法,包括化一般矩阵为上Hessenberg阵,平面旋转阵(Givens变换阵),用 Givens变换对上Hessenberg阵作QR分解,原点平移加速的QR方法等-Eigenvalue matrix of all the QR methods, including the general of the Hessenberg matrix array, planar array rotation (Givens tr
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- C语言实现QR码编码解码,可以纠正3位错误,检4为错误-C language codec QR code can correct 3 errors 4 errors found
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- 可用于一般及特殊矩阵即奇异矩阵进行QR分解-Can be used for general and special matrix that is singular matrix QR decomposition
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- qr码是一种二维条码. 本源码中包含了完整的编码、解码以及测试程序. 多份代码可供选择.-qr code is a two-dimensional bar code. The source code contains a complete encoding, decoding, as well as testing procedures. more than the code to choose from.