资源列表
CALENDAR
- 本程序实现一个叫做week（time——t year,time_t month）的通用函数，通过参数year与month将制定的任意月份的日历表显示出来-This procedure is called the realization of a week (time- t year, time_t month) general function of the parameters of year and month will develop a calendar of any month is
best-schedule
- 已知n项工作分别所需时间，已知m台机器，规划最短完成工作的时间-best work arrangement
radar_alpha01
- This C code for radar simulation. the code consist of interference, cross correlation, and received signal. the different is alpha factor-This is C code for radar simulation. the code consist of interference, cross correlation, and received signal. t
gausspp
- 高斯列主元消去法，计算方法作业，主要用于方程的求解-homework of the course jisuanfangfa or caculator method
sanciyangtiao
- 计算方法中三次样条插值方法，通过input实现功能选择，直接输入节点值即可得到插值函数。-Calculation method cubic spline interpolation method to realize the function by input selection, direct input node value can be obtained by interpolation function.
The-Convolution
- 这是一个计算二维离散卷积的小程序，计算的是两个矩阵的卷积。-This is a two-dimensional discrete convolution calculation small program that calculates the convolution of two matrices.
cavity
- Fortran code for solving Lid-Driven cavity
cbig
- 大数的阶乘 算法 初学者容易犯数据类型的范围溢出问题 初学者值得仔细研究-majority of the factorial algorithm beginners easily commit scope of the types of data overflow problems beginners deserves careful study
Gauss
- void Gauss() /*高斯消去法是解线性方程组的一个方法，这里用列主元消去法*/
DS证据理论的matlab实现
- DS证据理论的matlab实现，是数据挖掘的重要理论，可实现故障诊断。-Matlab implementation of DS evidence theory, data mining is an important theory, fault diagnosis can be achieved.
LGLR 用拉格朗日插值法和牛顿插值法求解某点的函数近似值
- 自选插值问题，编制一个程序，分别用拉格朗日插值法和牛顿插值法求解某点的函数近似值。-语言 所查询字词的翻译 英语 Optional interpolation problem, the preparation of a program, respectively, Lagrange interpolation and Newton interpolation method for solving the function approximation of a point
Strassen矩阵乘法算法 C++程序源码
- Strassen矩阵乘法算法 C++程序源码 V.Strassen在1969年发表了一个算法，将计算两个n阶方阵的乘积的时间复杂性降低到了o（nlog27），被誉为“在代数复杂性理论中最激动人心的结果”。该算法主要适用于方阵的乘法。-Strassen algorithm for matrix multiplication C++ program source V. Strassen published in 1969, an algorithm to compute the product of