-
simplefractal
常用的分形图像的生成程序，算法为确定性算法。(interpolation)
- 2010-08-24 12:11:19下载
- 积分：1
-
example
很不错的matlab电子书籍，内有实例解析，值得推荐。(Matlab very good e-books, there are examples of analysis, worthy of recommendation.)
- 2008-01-07 18:46:50下载
- 积分：1
-
matlab高斯消去法
利用matlab程序实现列主元的高斯消去法。(using Matlab program out of the main yuan Gaussian Elimination Act.)
- 2005-06-12 22:07:35下载
- 积分：1
-
function4
求解时滞微分方程组，并给出了Matlab程序的源代码(Delay Differential Equation, and gives the the Matlab program source code)
- 2013-04-27 15:28:11下载
- 积分：1
-
MT2D_Forward_FEM
大地电磁测深二维有限元正演matlab程序(magnetotelluric 2D forward finite element program)
- 2021-02-09 10:59:54下载
- 积分：1
-
zhibiaojisuan
说明： 采集现场轴承振动信号，计算其常用的时域指标(Collection site bearing vibration signals, calculate the commonly used time domain)
- 2010-03-31 15:54:03下载
- 积分：1
-
CVPRtoolbox-revision97
该工具箱的目的是要帮助人们理解计算机视觉方法引用另一种为在 matlab 的源代码。 因此，一些方法被 re-implemented，即使当其源代码不可用时，matlab 最初，具有方法。 例如 re-implemented kmeans 算法。(The aim of this toolbox is to present source codes in matlab
as another kind of references for helping people to understand
computer vision methods. Thus, some methods were re-implemented,
even if matlab has the methods originally, when their source
codes are not available. For example, kmeans algorithm
was re-implemented.
Howerver, notice that the built-in functions are faster than
functions created in this toolbox because the built-in functions
are mostly written in C. )
- 2010-05-24 14:10:11下载
- 积分：1
-
F_contextNIG2
正态反高斯模型的参数估计并且结合上下文模型的算法研究与实现matlab,这是一个很好的算法！(Normal anti-Gaussian model parameter estimation algorithm context model and combined with the realization of matlab)
- 2013-12-14 11:20:51下载
- 积分：1
-
xuanliangjia
悬臂梁振动主动控制，包括悬臂梁振动动力学模型，悬臂梁振动力学分析，悬臂梁振动微分方程，悬臂梁的PID控制仿真 (Cantilever vibration control, including the dynamic model of the cantilever vibration, the cantilever vibration mechanical analysis, differential equations cantilever vibration, the cantilever PID control simulation)
- 2016-01-14 14:15:15下载
- 积分：1
-
sunspots
Sunspot activity is cyclical, reaching a maximum about every 11 years. Let s confirm that. Here is a plot of a quantity called the Zurich sunspot relative number, which measures both number and size of sunspots. Astronomers have tabulated this number for almost 300 years.
- 2010-06-01 04:01:21下载
- 积分：1
