资源列表
GridMatrix
- 一个经典的十字链表实现-a classic Orthogonal List
三次样条
- 最新版三次样条插值源程序-latest version of Cubic Spline Interpolation source
mt19937int.c
- 伪随机数生成算法，很优秀，32位int-pseudo-random number generation algorithms, excellent, 32 int
mt19937-1.c
- 伪随机数生成算法，很优秀，32位real-pseudo-random number generation algorithms, excellent, 32 real
mt19937-2.c
- 伪随机数生成算法，很优秀，double 0-1-pseudo-random number generator algorithm, very good, double 0-1
计算pi
- 计算pi的最新版源程序-calculated pi to the latest version of the source
矩阵行列式值
- 计算矩阵行列式值的源程序-calculating the determinant of the matrix source
CRC的算法分析和程序实现
- CRC的算法分析和程序实现-CRC algorithm analysis and Program Implementation
Gauss_Seidel迭代法
- 用C语言来实现的一个程序，可以求解线生方程组，比LU分解法求解速度快。- A program ,Using language c to relize ,can solve the line system of equations and rapider than a program with the way of LU Resolution
牛顿插值
- 用C语言来实现的。牛顿插值法对一些函数作近似的替代，是N个节点数的插值函数。-use c language to make a Newton interpolation arithmetic.Newton interpolation arithmetic make a approximation of the function witch have N interpolation points
Jacobi迭代法
- 用C语言来实现的。求解线性方程组的迭代，是一种简单的迭代法，可不如 Gauss-Seidel迭代法收敛速度快。-Use c language to make a Jacobi iterative arithmetic which could solve the linear equation group, but it s may be more slower than the Gauss-Seidel iterative arithmetic.
CRC_FILE_SRC
- 32 bits CRC算法演示,用户可以选择输入一个文件，本工具根据循环雍余校验算法，生成并显示出其32位计算结果。-32 bits CRC algorithm demonstration, a user could choose to import a document, the tools under the revolving Yong I checksum algorithm for generating and demonstrated its 32 results.