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stanford-deep-learning-matlab-code

于 2018-06-07 发布
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下载积分: 1 下载次数: 2

代码说明:

说明:  Stanford 大学的深度学习源代码,可用于模式识别和预测,比较稳定。(Stanford University's deep learning source code can be used for pattern recognition and prediction, and is relatively stable.)

文件列表:

cnnConvolve.m, 3702 , 2013-04-12
cnnExercise.m, 9289 , 2013-04-12
sparseAutoencoderLinearCost.m, 4261 , 2013-04-11
softmaxExercise.m, 4796 , 2013-04-10
checkStackedAECost.m, 1745 , 2013-04-10
softmaxCost.m, 1281 , 2013-04-10
softmaxPredict.m, 849 , 2013-04-10
sparseAutoencoderCost.m, 3865 , 2013-04-09
stlExercise.m, 5514 , 2013-04-07
feedForwardAutoencoder.m, 1304 , 2013-04-07
loadMNISTImages.m, 835 , 2013-04-03
pca_gen.m, 6377 , 2013-04-03
pca_2d.m, 3426 , 2013-04-01
trainMNIST.m, 1830 , 2013-03-11
train.m, 5796 , 2013-03-11
sparseAutoencoderCost - 副本.m, 4104 , 2013-03-11
computeNumericalGradient.m, 1115 , 2013-03-11
sampleIMAGES.m, 2120 , 2013-03-10
linearDecoderExercise.m, 5346 , 2011-07-16
displayColorNetwork.m, 1233 , 2011-05-22
stackedAEExercise.m, 7412 , 2011-05-13
softmaxTrain.m, 1891 , 2011-05-10
stackedAEPredict.m, 1296 , 2011-05-09
stackedAECost.m, 3100 , 2011-05-09
params2stack.m, 1174 , 2011-05-09
stack2params.m, 1653 , 2011-05-09
display_network.m, 2647 , 2011-04-29
sampleIMAGESRAW.m, 696 , 2011-04-29
loadMNISTLabels.m, 516 , 2011-04-25
checkNumericalGradient.m, 1982 , 2011-01-05
initializeParameters.m, 622 , 2011-01-05
cnnPool.m, 1641 , 2013-04-12

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    S变换的matlab源码,并应用几个信号作为例子来说明怎么使用s变换以及s变换可以用来做些什么事情。s变换是时频分析领域中一个较新的内容,现在在信号处理,地震勘探,语音识别等领域都开始了对它的应用研究,是目前的一个热点。(S transform matlab source, and apply some signal as an example to illustrate how to use s and s transform transform can be used to do things. s transform time-frequency analysis are a relatively new area of content, now in the signal processing, seismic exploration, speech recognition and other areas of the beginning of its applied research, is a hotspot.)
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    基本的粒子群优化算法程序,用Matlab实现,非常简单。(pso code)
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    clock system clock system
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    实验: 有两个个矩阵a和b,均为2行3列。 重载运算符“+”, (1)使之能用于矩阵的相加。如c=a+b。 (2)如果参与运算的两个操作数中一个是整数即矩阵+3或3+矩阵形式,进行加法运算也能得出和。 (3)定义自减运算符的前置(i++)和后置(++i)重载编写相应程序并验证它的正确性。 (i think it s a goog for many people)
    2009-12-28 10:33:54下载
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    2011-05-27 11:21:50下载
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