NN Functions a program in Lisp to demonstrate working of an artificial neuron. (Enter an input vector X and weight vector W. Calculate weighted sum XW. Transform this using signal or activation functions like logistic, threshold, hyperbolic-tangent, linear, exponential, sigmoid or some other functions (syntax provided) and display the output).
标签： demonstrate artificial Functions program
上传时间： 2013-12-30
上传用户：hfmm633
XiangQi Wizard (Chinese Chess Wizard) is a powerful XiangQi (chinese chess) program, which supports UCCI engines. XQWizard Light is the Mobile version for Windows CE and Java ME. ElephantEye is the UCCI engine in XQWizard with strong AI.
标签： XiangQi Wizard powerful supports
上传时间： 2014-01-26
上传用户：fnhhs
After decades of war one company, who had gained powerful supplying both sides with weaponary, steps forwards and crushes both warring factions in one swift movement. Using far superior weaponary and AI craft, the company was completely unstoppable and now no one can stand in their way. Thousands began to perish under the iron fist of the company. The people cried out for a saviour, for someone to light this dark hour... and someone did.
标签： supplying weaponary powerful decades
上传时间： 2013-12-02
上传用户：cx111111
matlab写的简单的联想网络实例，模拟dog,meat,light生物条件反射实验
上传时间： 2017-08-07
上传用户：450976175
Implementation of Edmonds Karp algorithm that calculates maxFlow of graph. Input: For each test case, the first line contains the number of vertices (n) and the number of arcs (m). Then, there exist m lines, one for each arc (source vertex, ending vertex and arc weight, separated by a space). The nodes are numbered from 1 to n. The node 1 and node n should be in different sets. There are no more than 30 arcs and 15 nodes. The arc weights vary between 1 and 1 000 000. Output: The output is a single line for each case, with the corresponding minimum size cut. Example: Input: 7 11 1 2 3 1 4 3 2 3 4 3 1 3 3 4 1 3 5 2 4 6 6 4 5 2 5 2 1 5 7 1 6 7 9 Output: 5
标签： Implementation calculates algorithm Edmonds
上传时间： 2014-01-04
上传用户：kiklkook
Implementation of GPU (Graphics Processing Unit) that rendered triangle based models. Our goal was to generate complex models with a movable camera. We wanted to be able to render complex images that consisted of hundreds to thousands of triangles. We wanted to apply interpolated shading on the objects, so that they appeared more smooth and realisitc, and to have a camera that orbitted around the object, which allowed us to look arond the object with a stationary light source. We chose to do this in hardware, because our initial implementation using running software on the NIOS II processor was too slow. Implementing parallelism in hardware is also easier to do than in software, which allows for more efficiency. We used Professor Land s floating point hardware, which allowed us to do calculations efficiency, which is essential to graphics.
标签： Implementation Processing Graphics rendered
上传时间： 2014-11-22
上传用户：shawvi
在图形中若于个边(edge)上加上一些值，此数值称为比重( weight ) 。而此图形称为比重图形(Weight Graph ) ，若weight是成本( cost )或距离( distance ) ，则称此图形为网路( Network )。根据Spanning Tree的定义，知一个图形可有许多不同spanning tree ，在network中找出一个具有最小成本( Cost )的Spanning tree ，则此Spanning tree称为最小成本生成树。
上传时间： 2013-12-28
上传用户：Shaikh
一个自适应控制方面的资料
标签： matlab
上传时间： 2015-03-16
上传用户：jingchao
Aidaohuakai( 楼主 ) 2013-8-22 11:45:24 只看该作者23307 | 41倒序浏览 论坛上对mpu6050的资料和讨论并不多，很多坛友都说驱动失败，老是显示0. 以下就谈谈我的一些血与泪的教训： 昨天开始接触mpu6050，在网上查了很多资料，下载程序，准备一展身手。首先看了mpu6050中文资料，之后又看了那个mpu6050的测试程序，把这些看明白之后就开始写程序了。我不是直接把程序复制过去，只是复制mpu6050的地址和初始化，IIC并没有复制，就复制我上次写的24C02的那个程序，想不到，这给了我血与泪的教训，我原来是直接把IIC复制过来的，并没有多留意。之后初始化mpu6050，写入地址，读出数据，下载到单片机之后，LCD上显示000001，我感到郁闷，之后又调试，以为是显示不对，又写显示，之后又下载，结果还是老样，这样半天就过去了。驱动没成功，又怀疑芯片或引脚有问题，继续调试，也没成功。就一一对应地看了地址，又看了初始化，发现没错，调试还是不成功。最后干脆不接IIC总线，竟然发现了个天大的秘密，接不接IIC，LCD都显示000001，我又用示波器测试波形，发现波形正确。在网上又查了别人的资料，在论坛上也很少有关于mpu6050的资料，也看了比别人的一些讨论。很多坛友都说驱动失败，老是显示0. 没办法，一天就这样过去了，今天早上，我又仔细看了程序，出乎我的想象，竟然是IIC的那个地址没改，原来写24C02的那个地址是a0，还是原封不动，把我吓了一跳。把这些改过来之后，一切正常，能显示加速度和陀螺仪。血与泪的教训啊，是自己不细心造成的，忘记改地址！今天早上竟然花了不到2个钟就调出来了，惊喜之时就写了这个分享，希望对大家有用。
标签： 圆点博士小四轴
上传时间： 2015-04-14
上传用户：wusheng4495
介绍了 FPGA 的相关基础知识，然后分别通过 7 个在实际工程应用中的案例详细 介绍了通过 FPGA 实现 I 2C 协议要求的接口、 UART 控制器、USB 接口控制器、数字视频信号处 理器、VGA/LCD 显示控制器、CAN 总线控制器、以太网控制器的方法。
标签： FPGA
上传时间： 2015-05-06
上传用户：lipeng
