登录
首页 » matlab » CNN

CNN

于 2020-10-26 发布 文件大小:47017KB
0 260
下载积分: 1 下载次数: 329

代码说明:

  经典的卷积神经网络MATLAB实现源码,可直接运行。(Classical convolutional neural network MATLAB implementation source code, can be directly run.)

文件列表:

CNN
...\cnnapplygrads.m,731,2016-04-01
...\cnnbp.m,3849,2016-04-01
...\cnnexamples.m,1642,2016-08-30
...\cnnff.m,3594,2016-04-01
...\cnnsetup.m,5231,2016-04-01
...\cnntest.m,432,2016-04-01
...\cnntrain.m,1846,2016-04-01
...\mnist_uint
...\..........\test
...\..........\....\0
...\..........\....\.\1.jpg
...\..........\....\.\10.jpg
...\..........\....\.\100.jpg
...\..........\....\.\101.jpg
...\..........\....\.\102.jpg
...\..........\....\.\103.jpg,653,2015-12-09
...\..........\....\.\104.jpg,702,2015-12-09
...\..........\....\.\105.jpg,637,2015-12-09
...\..........\....\.\106.jpg,755,2015-12-09
...\..........\....\.\107.jpg,716,2015-12-09
...\..........\....\.\108.jpg,655,2015-12-09
...\..........\....\.\109.jpg,567,2015-12-09
...\..........\....\.\11.jpg,701,2015-12-09
...\..........\....\.\110.jpg,656,2015-12-09
...\..........\....\.\111.jpg,628,2015-12-09
...\..........\....\.\112.jpg,698,2015-12-09
...\..........\....\.\113.jpg,702,2015-12-09
...\..........\....\.\114.jpg,635,2015-12-09
...\..........\....\.\115.jpg,638,2015-12-09
...\..........\....\.\116.jpg,645,2015-12-09
...\..........\....\.\117.jpg,643,2015-12-09
...\..........\....\.\118.jpg,603,2015-12-09
...\..........\....\.\119.jpg,592,2015-12-09
...\..........\....\.\12.jpg,718,2015-12-09
...\..........\....\.\120.jpg,669,2015-12-09
...\..........\....\.\121.jpg,621,2015-12-09
...\..........\....\.\122.jpg,631,2015-12-09
...\..........\....\.\123.jpg,630,2015-12-09
...\..........\....\.\124.jpg,689,2015-12-09
...\..........\....\.\125.jpg,665,2015-12-09
...\..........\....\.\126.jpg,678,2015-12-09
...\..........\....\.\127.jpg,698,2015-12-09
...\..........\....\.\128.jpg,624,2015-12-09
...\..........\....\.\129.jpg,643,2015-12-09
...\..........\....\.\13.jpg,569,2015-12-09
...\..........\....\.\130.jpg,626,2015-12-09
...\..........\....\.\131.jpg,636,2015-12-09
...\..........\....\.\132.jpg,624,2015-12-09
...\..........\....\.\133.jpg,639,2015-12-09
...\..........\....\.\134.jpg,613,2015-12-09
...\..........\....\.\135.jpg,691,2015-12-09
...\..........\....\.\136.jpg,573,2015-12-09
...\..........\....\.\137.jpg,642,2015-12-09
...\..........\....\.\138.jpg,635,2015-12-09
...\..........\....\.\139.jpg,573,2015-12-09
...\..........\....\.\14.jpg,642,2015-12-09
...\..........\....\.\140.jpg,673,2015-12-09
...\..........\....\.\141.jpg,638,2015-12-09
...\..........\....\.\142.jpg,625,2015-12-09
...\..........\....\.\143.jpg,702,2015-12-09
...\..........\....\.\144.jpg,636,2015-12-09
...\..........\....\.\145.jpg,561,2015-12-09
...\..........\....\.\146.jpg,668,2015-12-09
...\..........\....\.\147.jpg,642,2015-12-09
...\..........\....\.\148.jpg,639,2015-12-09
...\..........\....\.\149.jpg,636,2015-12-09
...\..........\....\.\15.jpg,628,2015-12-09
...\..........\....\.\150.jpg,637,2015-12-09
...\..........\....\.\151.jpg,642,2015-12-09
...\..........\....\.\152.jpg,604,2015-12-09
...\..........\....\.\153.jpg,623,2015-12-09
...\..........\....\.\154.jpg,665,2015-12-09
...\..........\....\.\155.jpg,693,2015-12-09
...\..........\....\.\156.jpg,670,2015-12-09
...\..........\....\.\157.jpg,699,2015-12-09
...\..........\....\.\158.jpg,665,2015-12-09
...\..........\....\.\159.jpg,744,2015-12-09
...\..........\....\.\16.jpg,745,2015-12-09
...\..........\....\.\160.jpg,634,2015-12-09
...\..........\....\.\161.jpg,638,2015-12-09
...\..........\....\.\162.jpg,595,2015-12-09
...\..........\....\.\163.jpg,687,2015-12-09
...\..........\....\.\164.jpg,735,2015-12-09
...\..........\....\.\165.jpg,689,2015-12-09
...\..........\....\.\166.jpg,667,2015-12-09
...\..........\....\.\167.jpg,719,2015-12-09
...\..........\....\.\168.jpg,696,2015-12-09
...\..........\....\.\169.jpg,598,2015-12-09
...\..........\....\.\17.jpg,688,2015-12-09
...\..........\....\.\170.jpg,652,2015-12-09
...\..........\....\.\171.jpg,660,2015-12-09
...\..........\....\.\172.jpg,628,2015-12-09
...\..........\....\.\173.jpg,632,2015-12-09
...\..........\....\.\174.jpg,627,2015-12-09
...\..........\....\.\175.jpg,720,2015-12-09
...\..........\....\.\176.jpg,637,2015-12-09
...\..........\....\.\177.jpg,652,2015-12-09
...\..........\....\.\178.jpg,771,2015-12-09
...\..........\....\.\179.jpg,627,2015-12-09

下载说明:请别用迅雷下载,失败请重下,重下不扣分!

发表评论

0 个回复

  • sjfx
    关于matlab的方面的一些源代码。可以实现多项式函数计算,插值计算,和傅里叶变换,等等(Some aspects on the matlab source code. Polynomial function can calculate, interpolation, and Fourier transform, and so on)
    2010-12-14 20:47:54下载
    积分:1
  • magnify
    Figure creates a magnification box when under the mouse position when a button is pressed. Press + / - while button pressed to increase/decrease magnification. Press > / < while button pressed to increase/decrease box size. Hold Ctrl while clicking to leave magnification on figure
    2011-06-22 16:40:20下载
    积分:1
  • MeasureTest
    双目视觉算法原理介绍和代码,测量空间中的工件尺寸,(Binocular vision algorithms and code described principle, measurements of space in the workpiece size,)
    2010-10-24 14:26:12下载
    积分:1
  • VistaRenderer3
    This article demonstrates how to use the WindowsVistaRenderer and how it was created. Background
    2007-11-22 15:08:42下载
    积分:1
  • flow
    仿真流量预测模型,模拟产生实际流量由小变大,并实时预测下一时刻的流量信息。(Simulation flow forecasting model to simulate a real flow from small to big, and real-time traffic information predict the next moment.)
    2021-03-19 10:09:19下载
    积分:1
  • 1
    Eigenfunctions of integrable planar billiards are studied — in particular, the number of nodal domains, ν of the eigenfunctions with Dirichlet boundary conditions are considered. The billiards for which the time-independent Schrö dinger equation (Helmholtz equation) is separable admit trivial expressions for the number of domains. Here, we discover that for all separable and nonseparable integrable billiards, ν satisfies certain difference equations. This has been possible because the eigenfunctions can be classified in families labelled by the same value ofm mod kn, given a particular k, for a set of quantum numbers, m, n. Further, we observe that the patterns in a family are similar and the algebraic representation of the geometrical nodal patterns is found. Instances of this representation are explained in detail to understand the beauty of the patterns. This paper therefore presents a mathematical connection
    2014-10-06 20:57:54下载
    积分:1
  • 用Z-N法实现P,PI,PID控制的参数整定
    用MATLAB程序软件完成Z-N法对控制器的参数整定,实现P,PI,PID控制器的分别参数整定,并求出控制器的控制参数Kp,Ti,Td。最后绘制出不同控制器控制下的及参数整定前后的单位阶跃响应图进行比较。(MATLAB program software is used to complete the parameter tuning of the controller by Z-N method. The parameters of P, PI, PID controller are adjusted, and the control parameters of the controller Kp, Ti, Td are obtained. Finally, the unit step response diagram before and after parameter tuning is plotted under different controller control.)
    2021-03-18 10:49:20下载
    积分:1
  • camera
    摄像机标定算法matlab实现,没有解压缩码,欢迎使用。Tsai和zhang的经典算法。(Matlab camera calibration algorithm to achieve)
    2010-06-05 07:59:37下载
    积分:1
  • HOO_control
    matlab编写鲁棒控制器建模与仿真实例,相信对初学者有帮助(the preparation of robust controller matlab modeling and simulation examples, I think it has to help beginners)
    2021-03-16 09:59:22下载
    积分:1
  • PCA-based-Face-Recognition-System
    基于PCA算法(主成分分析法)的人来呢识别系统-Matlab 自己对之前的程序进行了修改,可直接运行(PCA based Face Recognition System)
    2014-11-27 15:31:26下载
    积分:1
  • 696516资源总数
  • 106913会员总数
  • 8今日下载