资源列表
WAV
- the c file can translate the .wav flle into numbers and create a .h file to save them
Huffman
- 实现了霍夫曼树的创建，对字符的编码，对字符的解码等基本操作。-Realized the creation of a tree, hoffman of character encoding, decoding of characters of basic operations
Queen
- N皇后的C#实现，可以自定义输入皇后数，并智能显示出皇后的N中方案。-N-Queens of the C# implementation, you can customize the number of input Queen, and the N-smart show in Queen s program.
Typical-methods-for-linear-equations
- 解线性方程组的直接法（标准数值算法），包括高斯消去法程序、列主元高斯消去法程序、LU分解以及用LU分解求线性方程组、Cholesky分解以及用Cholesky分解求线性方程组、改进的Cholesky分解以及用改进的Cholesky分解求线性方程组、解三对角方程的追赶法。全部为本人原创程序，且全部经过测试无误。共9个MATLAB程序。程序内部含详细注释。-Solving linear equations of the direct method (standard numerical algori
QueenMFC
- N皇后的C++实现，可以自定义输入皇后数，并智能显示出皇后的N中方案。-N-Queens of the C++ implementation, you can customize the number of input Queen, and the N-smart show in Queen s program.
11
- 根据起点距及高程，可以算出各个高程下的断面面积，水面宽及水力半径等参数-According to pitch and from the elevation, can be calculated under the cross-sectional area of each elevation, water surface width and hydraulic radius and other parameters
Cholesky-factorization
- Cholesky分解的演示，程序内含说明，本人原创-Cholesky decomposition of the demonstration, the program includes instructions, my original
LU-factorization
- LU分解的过程演示，本人原创，测试无误，内含详细注释。-LU decomposition procedure demonstrates I originality, test correct, containing detailed notes.
LDLT-factorization
- 改进的Cholesky分解的过程演示，本人原创，测试无误，内含详细注释。 -Cholesky decomposition process improvement presentation, my original test and correct, containing detailed notes.
solve-linear-system-by-LU
- 用LU分解方法解线性方程组的过程演示，本人原创，测试无误，内含详细注释。 -With the LU decomposition method to solve linear equations of the process of demonstration, I have the original, the test is correct, containing detailed notes.
solve-linear-system-by-Cholesky
- 用Cholesky分解方法解线性方程组的过程演示，本人原创，测试无误，内含详细注释。 -With the Cholesky decomposition method to solve linear equations demonstrate the process, my original test and correct, containing detailed notes.
solve-linear-system-by-LDLT
- 用LDLT分解方法解线性方程组的过程演示，本人原创，测试无误，内含详细注释。 -With LDLT decomposition method to solve linear equations of the process of demonstration, I am the original, the test is correct, containing detailed notes.