-
2003061810345322317
最短路,用VB开发,作为算法很简便,速度很快.3000点是20分钟能够算完..(The most short-circuit, using VB development, as the algorithm is very simple, fast .3000 is 20 minutes be able to count END ..)
- 2009-03-25 16:17:23下载
- 积分:1
-
FDTD2D
一个FDTD二维的经典程序,非常不错,适合初学者使用。(A classic two-dimensional FDTD program, very good, suitable for beginners.)
- 2011-01-23 11:29:28下载
- 积分:1
-
MATLAB
matlab编写的一个递归应用,同时生成动态链接库(dll)。并用vc++测试(matlab generate dynamic link library (dll). And using vc++ test)
- 2013-11-27 15:11:36下载
- 积分:1
-
couplehelper
couple helper system for flyff
- 2014-12-31 04:35:08下载
- 积分:1
-
2
说明: 该程序是基于MATLAB的磁悬浮系统连续控制的具体程序实现(The program is based on the specific program MATLAB maglev system to achieve continuous control)
- 2014-02-18 18:17:40下载
- 积分:1
-
matlab
这是自己编写的关于OMP的matlab程序,欢迎借鉴,谢谢(This is a matlab program, I have written about the OMP welcome to learn from, thank you)
- 2012-06-13 12:22:03下载
- 积分:1
-
NSGA2-dynamic
说明: 多目标优化进化算法目前公认效果收敛性最好的算法NSGA2c++源码,具有一般性,可在此基础上继续改进,对实现其他多目标优化算法很有帮助.(Multi-objective optimization evolutionary algorithm is currently the best recognized effect of convergence of the algorithm NSGA2c++ Source, with the general, could be on this basis to continue to improve the achievement of other multi-objective optimization algorithm helpful.)
- 2008-11-12 10:04:30下载
- 积分:1
-
hilbertvb1
Hilbert变换,经过测试,与matlab一致(Hilbert transform, tested, consistent with matlab)
- 2013-01-12 21:37:34下载
- 积分:1
-
Caofa
Cao法求嵌入维数m,相空间重构理论需计算最优嵌入维数m和最佳延迟时间τ, 重构相空间。(Cao method of embedding dimension of phase space m, to calculate the optimal embedding dimension m and the optimal time delay of phase space reconstruction theory.)
- 2021-04-27 10:48:44下载
- 积分:1
-
space-station-maintenance
负责火星的一个低轨道空间站的设计。为简化结构,该空间站由一系列密闭的立方体(airtight cubical modules ACM)组成,这些ACM曾连接在一起。困扰你的一个问题是致命的病菌也许留在火星的上层大气中。因为空间站有时需要在上层大气中飞行,所以急需在ACM的各个接触面进行额外的防护,无论是边对边还是面对面,连接是密闭的,所以没有细菌能够进入。一个ACM与另外一个ACM共享的面不需要防护。如果在每个ACM每个面上都加防护,花费巨大。因此,需要知道ACM额外防护的确切面数目(Responsible for the design of a low-orbit space station on Mars. In order to simplify the structure of the space station by a series of closed cubes (airtight cubical modules ACM) composed of these ACM had together. One problem is bothering you deadly germs might stay in the upper atmosphere of Mars. Because the station is sometimes necessary to fly in the upper atmosphere, so urgently needed in all contact surfaces of the ACM additional protection, either face to face or side-to-side, the connection is closed, so no bacteria can enter. An ACM ACM shared with another surface does not need protection. If you have added protection on each side of each ACM, costly. Therefore, the need to know the exact number of additional surface protection ACM)
- 2014-11-28 17:58:50下载
- 积分:1