一、Gan的思想 Gan的核心所做的事情是在解决一个argminmax的问题,公式: 1、求解一个Discriminator,可以最大尺度的丈量Generator 产生的数据和真实数据之间的分布距离 2、求解一个Generat…

                                                                                                                                                                                    一、Gan的思想 

    Gan的核心所做的事情是在解决一个argminmax的问题,公式:
    1、求解一个Discriminator,可以最大尺度的丈量Generator 产生的数据和真实数据之间的分布距离
    2、求解一个Generator,可以最大程度减小产生数据和真实数据之间的距离
    gan的原始公式如下:

    实际上,我们不可能真求期望,只能sample出data来近似求解,于是,公式变成如下:

    于是,求解V的最大值,变成了一个二分类问题,变成了求交叉熵的最小值。
二、码

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  public class Gan {
static double lr = 0.01;

public static void main(String[] args) throws Exception {

final NeuralNetConfiguration.Builder builder = new NeuralNetConfiguration.Builder().updater(new Sgd(lr))
.weightInit(WeightInit.XAVIER);

final GraphBuilder graphBuilder = builder.graphBuilder().backpropType(BackpropType.Standard)
.addInputs("input1", "input2")
.addLayer("g1",
new DenseLayer.Builder().nIn(10).nOut(128).activation(Activation.RELU)
.weightInit(WeightInit.XAVIER).build(),
"input1")
.addLayer("g2",
new DenseLayer.Builder().nIn(128).nOut(512).activation(Activation.RELU)
"g1")
.addLayer("g3",
new DenseLayer.Builder().nIn(512).nOut(28 * 28).activation(Activation.RELU)
"g2")
.addVertex("stack", new StackVertex(), "input2", "g3")
.addLayer("d1",
new DenseLayer.Builder().nIn(28 * 28).nOut(256).activation(Activation.RELU)
"stack")
.addLayer("d2",
new DenseLayer.Builder().nIn(256).nOut(128).activation(Activation.RELU)
"d1")
.addLayer("d3",
new DenseLayer.Builder().nIn(128).nOut(128).activation(Activation.RELU)
"d2")
.addLayer("out", new OutputLayer.Builder(LossFunctions.LossFunction.XENT).nIn(128).nOut(1)
.activation(Activation.SIGMOID).build(), "d3")
.setOutputs("out");

ComputationGraph net = new ComputationGraph(graphBuilder.build());
net.init();
System.out.println(net.summary());
UIServer uiServer = UIServer.getInstance();
StatsStorage statsStorage = new InMemoryStatsStorage();
uiServer.attach(statsStorage);
net.setListeners(new ScoreIterationListener(100));
net.getLayers();
DataSetIterator train = new MnistDataSetIterator(30, true, 12345);

INDArray labelD = Nd4j.vstack(Nd4j.ones(30, 1), Nd4j.zeros(30, 1));

INDArray labelG = Nd4j.ones(60, 1);

for (int i = 1; i <= 100000; i++) {
if (!train.hasNext()) {
train.reset();
}
INDArray trueExp = train.next().getFeatures();
INDArray z = Nd4j.rand(new long[] { 30, 10 }, new NormalDistribution());
MultiDataSet dataSetD = new org.nd4j.linalg.dataset.MultiDataSet(new INDArray[] { z, trueExp },
new INDArray[] { labelD });
for(int m=0;m<10;m++){
trainD(net, dataSetD);
}
z = Nd4j.rand(new long[] { 30, 10 }, new NormalDistribution());
MultiDataSet dataSetG = new org.nd4j.linalg.dataset.MultiDataSet(new INDArray[] { z, trueExp },
new INDArray[] { labelG });
trainG(net, dataSetG);

if (i % 10000 == 0) {
net.save(new File("E:/gan.zip"), true);
}

}

}

public static void trainD(ComputationGraph net, MultiDataSet dataSet) {
net.setLearningRate("g1", 0);
net.setLearningRate("g2", 0);
net.setLearningRate("g3", 0);
net.setLearningRate("d1", lr);
net.setLearningRate("d2", lr);
net.setLearningRate("d3", lr);
net.setLearningRate("out", lr);
net.fit(dataSet);
}

public static void trainG(ComputationGraph net, MultiDataSet dataSet) {
net.setLearningRate("g1", lr);
net.setLearningRate("g2", lr);
net.setLearningRate("g3", lr);
net.setLearningRate("d1", 0);
net.setLearningRate("d2", 0);
net.setLearningRate("d3", 0);
net.setLearningRate("out", 0);
}
```
    说明:
    1、dl4j并没有提供像keras那样冻结某些层参数的方法,这里采用设置learningrate为0的方法,来冻结某些层的参数
    2、这个的更新器,用的是sgd,不能用其他的(比方说Adam、Rmsprop),因为这些自适应更新器会考虑前面batch的梯度作为本次更新的梯度,达不到不更新参数的目的
    3、这里用了StackVertex,沿着第一维合并张量,也就是合并真实数据样本和Generator产生的数据样本,共同训练Discriminator

    4、训练过程中多次update   Discriminator的参数,以便量出最大距离,让后更新Generator一次
    5、进行10w次迭代
三、Generator生成手写数字
    加载训练好的模型,随机从NormalDistribution取出一些噪音数据,丢给模型,经过feedForward,取出最后一层Generator的激活值,便是我们想要的结果,代码如下:
```java
public class LoadGan {

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ComputationGraph restored = ComputationGraph.load(new File("E:/gan.zip"), true);
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Map<String, INDArray> map = restored.feedForward(
new INDArray[] { Nd4j.rand(new long[] { 50, 10 }, new NormalDistribution()), trueExp }, false);
INDArray indArray = map.get("g3");// .reshape(20,28,28);
List<INDArray> list = new ArrayList<>();
for (int j = 0; j < indArray.size(0); j++) {
list.add(indArray.getRow(j));
    }
    
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MNISTVisualizer bestVisualizer = new MNISTVisualizer(1, list, "Gan");
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bestVisualizer.visualize();
}
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public static class MNISTVisualizer {
private double imageScale;
private List<INDArray> digits; // Digits (as row vectors), one per
// INDArray
private String title;
private int gridWidth;
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public MNISTVisualizer(double imageScale, List<INDArray> digits, String title) {
this(imageScale, digits, title, 5);
    }
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public MNISTVisualizer(double imageScale, List<INDArray> digits, String title, int gridWidth) {
this.imageScale = imageScale;
this.digits = digits;
this.title = title;
this.gridWidth = gridWidth;
    }
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public void visualize() {
JFrame frame = new JFrame();
frame.setTitle(title);
frame.setDefaultCloseOperation(JFrame.EXIT_ON_CLOSE);
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JPanel panel = new JPanel();
panel.setLayout(new GridLayout(0, gridWidth));
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List<JLabel> list = getComponents();
for (JLabel image : list) {
panel.add(image);
        }
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frame.add(panel);
frame.setVisible(true);
frame.pack();
    }
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public List<JLabel> getComponents() {
List<JLabel> images = new ArrayList<>();
for (INDArray arr : digits) {
BufferedImage bi = new BufferedImage(28, 28, BufferedImage.TYPE_BYTE_GRAY);
for (int i = 0; i < 784; i++) {
bi.getRaster().setSample(i % 28, i / 28, 0, (int) (255 * arr.getDouble(i)));
            }
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ImageIcon orig = new ImageIcon(bi);
Image imageScaled = orig.getImage().getScaledInstance((int) (imageScale * 28), (int) (imageScale * 28),
Image.SCALE_DEFAULT);
ImageIcon scaled = new ImageIcon(imageScaled);
images.add(new JLabel(scaled));
        }
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return images;
    }
  实际效果,还算比较清晰 


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本文标题: 如何用Deeplearning4j实现GAN

发布时间: 2025年01月21日 00:00

最后更新: 2025年12月30日 08:54

原始链接: https://haoxiang.eu.org/db3da586/

版权声明: 本文著作权归作者所有,均采用CC BY-NC-SA 4.0许可协议,转载请注明出处!

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