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DATA WARE HOUSING AND
DATA MINING




     NEURAL NETWORKS
Contents
   Neural Networks
   NN Node
   NN Activation Functions
   NN Learning
   NN Advantages
   NN Disadvantages
Neural Networks
3


       Based on observed functioning of human brain.
       (Artificial Neural Networks (ANN)
       Our view of neural networks is very simplistic.
       We view a neural network (NN) from a
        graphical viewpoint.
       Alternatively, a NN may be viewed from the
        perspective of matrices.
       Used in pattern recognition, speech
        recognition, computer vision, and classification.


                                 © Prentice Hall
Neural Networks
4



       Neural Network (NN) is a directed graph
        F=<V,A> with vertices V={1,2,…,n} and arcs
        A={<i,j>|1<=i,j<=n}, with the following
        restrictions:
        V is partitioned into a set of input
          nodes, VI, hidden nodes, VH, and output nodes, VO.
         The vertices are also partitioned into layers
         Any arc <i,j> must have node i in layer h-1 and
          node j in layer h.
         Arc <i,j> is labeled with a numeric value wij.
         Node i is labeled with a function fi.


                                  © Prentice Hall
Neural Network Example
5




               © Prentice Hall
NN Activation Functions
6


       Functions associated with nodes in graph.
       Output may be in range [-1,1] or [0,1]




                               © Prentice Hall
NN Activation Functions
7




                 © Prentice Hall
NN Learning
8


       Propagate input values through graph.
       Compare output to desired output.
       Adjust weights in graph accordingly.




                              © Prentice Hall
Neural Networks
9


       A Neural Network Model is a computational
        model consisting of three parts:
         Neural Network  graph
         Learning algorithm that indicates how learning
          takes place.
         Recall techniques that determine hew information
          is obtained from the network.
        We will look at propagation as the recall
        technique.

                                 © Prentice Hall
NN Advantages
10


        Learning
        Can continue learning even after training set has
         been applied.
        Easy parallelization
        Solves many problems




                                 © Prentice Hall
NN Disadvantages
11


        Difficult to understand
        May suffer from overfitting
        Structure of graph must be determined a priori.
        Input values must be numeric.
        Verification difficult.




                                © Prentice Hall
Applications of Neural
12
     Networks
        Prediction – weather, stocks, disease

        Classification – financial risk assessment, image
         processing

        Data association – Text Recognition (OCR)

        Data conceptualization – Customer purchasing
         habits

        Filtering – Normalizing telephone signals (static)
Neural networks

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Neural networks

  • 1. DATA WARE HOUSING AND DATA MINING NEURAL NETWORKS
  • 2. Contents  Neural Networks  NN Node  NN Activation Functions  NN Learning  NN Advantages  NN Disadvantages
  • 3. Neural Networks 3  Based on observed functioning of human brain.  (Artificial Neural Networks (ANN)  Our view of neural networks is very simplistic.  We view a neural network (NN) from a graphical viewpoint.  Alternatively, a NN may be viewed from the perspective of matrices.  Used in pattern recognition, speech recognition, computer vision, and classification. © Prentice Hall
  • 4. Neural Networks 4  Neural Network (NN) is a directed graph F=<V,A> with vertices V={1,2,…,n} and arcs A={<i,j>|1<=i,j<=n}, with the following restrictions: V is partitioned into a set of input nodes, VI, hidden nodes, VH, and output nodes, VO.  The vertices are also partitioned into layers  Any arc <i,j> must have node i in layer h-1 and node j in layer h.  Arc <i,j> is labeled with a numeric value wij.  Node i is labeled with a function fi. © Prentice Hall
  • 5. Neural Network Example 5 © Prentice Hall
  • 6. NN Activation Functions 6  Functions associated with nodes in graph.  Output may be in range [-1,1] or [0,1] © Prentice Hall
  • 7. NN Activation Functions 7 © Prentice Hall
  • 8. NN Learning 8  Propagate input values through graph.  Compare output to desired output.  Adjust weights in graph accordingly. © Prentice Hall
  • 9. Neural Networks 9  A Neural Network Model is a computational model consisting of three parts:  Neural Network graph  Learning algorithm that indicates how learning takes place.  Recall techniques that determine hew information is obtained from the network.  We will look at propagation as the recall technique. © Prentice Hall
  • 10. NN Advantages 10  Learning  Can continue learning even after training set has been applied.  Easy parallelization  Solves many problems © Prentice Hall
  • 11. NN Disadvantages 11  Difficult to understand  May suffer from overfitting  Structure of graph must be determined a priori.  Input values must be numeric.  Verification difficult. © Prentice Hall
  • 12. Applications of Neural 12 Networks  Prediction – weather, stocks, disease  Classification – financial risk assessment, image processing  Data association – Text Recognition (OCR)  Data conceptualization – Customer purchasing habits  Filtering – Normalizing telephone signals (static)