资源列表
CG_DESCENT-C-6.7.tar
- 用C语言实现CG_DESCENT算法,另外对部分测试函数用matlab编写-Achieve CG_DESCENT algorithm using C language, in addition to some of the test function using matlab
Character-Method
- 管道一维非恒定流（水击）的特征线计算程序分享-Pipeline unsteady flow (water hammer) share the characteristic line calculation program
HEAP1
- My Solution for Heap1 vn.spoj.com-My Solution for Heap1 vn.spoj.com
Jacobi
- 串行实现Jacobi迭代的关于在曲线内热分布问题的实现，当温度趋于稳定时，最终温度大于10的面积-Serial achieve Jacobi iteration on heat distribution curve in realizing the problem, when the temperature is stabilized, the final temperature of greater than 10 area
Sierpinski
- 谢宾斯基三角绘制,VC++下使用Opengl的源程序，还不错哦-Sierpinski Triangle
newton
- newton法最优化算法-newton method optimization algorithm
homework-of-theory-of-vibration-
- 本程序是中国科学技术大学近代力学系振动理论第二次大作业的源代码，里面包含Fortran和MATLAB两种版本。程序中有详细的注释说明，很容易看懂，而且Fortran版本通用性很强，稍加修改便可以解决其他问题。-This program is a source of vibration theory Department of Modern Mechanics, University of Science and Technology of China' s second major wor
newton
- 牛顿法解决数值优化问题源代码，可直接运行出结果-Newton s method to solve numerical optimization problem source code can be run directly out of the results
speech_noise_tracker1
- Here the matlab code source for noisy speech signal and their noise tracker based minimum mean square error . it s good for learning -Here the matlab code source for noisy speech signal and their noise tracker based minimum mean square error . it s
suvm
- mises入门级别的材料用户子程序，基于隐式迭代算法，仅供学习。-mises the entry-level user material subroutine implicit iterative algorithm, for learning.
2Dtransverse-electric-wave-with-PML
- 运用有限差分法模拟二维*区域maxwell方程的电磁波传播，电磁场为横向电场传播，为了将*问题等价地转化为可数值模拟的有界问题，我们采用了PML技术，将向外传播的电磁波吸收- Electromagnetic wave propagation using a two-dimensional finite difference method unbounded domains maxwell equation for the transverse electromagnetic field
eigenvalue_p1_2D
- 利用传统有限元方法计算二维possion 方程的特征值问题，网格采用的是三角网格，由matlab 的pdetool产生，一次多项式近似-Using traditional two-dimensional finite element method possion equation eigenvalue problem, the grid uses a triangular mesh is generated by the matlab pdetool, a polynomial approxim