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📄 neuron.java

📁 This applet illustrates the prediction capabilities of the multi-layer perceptrons. It allows to def
💻 JAVA
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import java.util.*;class Neuron{  public static double momentum = 0.9;  public static double learningRate = 0.2;  double output; // range from 0.0 to 1.0  double sum;  double delta;  Vector inlinks;  Vector outlinks;  String label;  public Neuron(String l)  {    output   = 0.0;    delta    = 0.0;    sum      = 0.0;    inlinks  = new Vector();    outlinks = new Vector();    label    = new String(l);  }  public double getOutput()  {    return output;  }  public double getDelta()  {    return delta;  }  public void computeOutput()  {    Enumeration e = inlinks.elements();    Synapse s;    sum=0.0;    while(e.hasMoreElements())    {      s = (Synapse)e.nextElement();      sum += s.from.getOutput()*s.getWeight();    }    output = 1.0/(1.0 + Math.exp(-sum)); // sigmoid function  }  public void computeBackpropDelta(double d) // for an output neuron  {    delta = (d - output) * output * (1.0 - output);  }  public void computeBackpropDelta() // for a hidden neuron  {    double errorSum = 0.0;    Synapse synapse;    Enumeration e = outlinks.elements();    while(e.hasMoreElements())    {      synapse = (Synapse)e.nextElement();      errorSum += synapse.to.delta * synapse.getWeight();    }    delta = output * ( 1.0 - output) * errorSum;  }  public void computeWeight()  {    Synapse synapse;    Enumeration e = inlinks.elements();    while(e.hasMoreElements())    {      synapse = (Synapse)e.nextElement();      synapse.data = learningRate*delta*synapse.from.getOutput()                   + momentum*synapse.data;      synapse.weight += synapse.data;    }  }  public void print()  {    System.out.print(label+"="+output+": ");    Synapse synapse;    Enumeration e = outlinks.elements();    while(e.hasMoreElements())    {      synapse = (Synapse)e.nextElement();      System.out.print(synapse.to.label+"("+synapse.weight+") ");    }    System.out.println("");  }}

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