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Artificial Neural Networks
An Introduction
What is a Neural Network?
 A human Brain
 A porpoise brain
 The brain in a living creature
 A computer program
 Simulates (at a very rudimentary level)
a biological brain
 Limited connections
Artificial Neural Networks
 Artificial neural networks are information technology
inspired by studies of the brain and nervous system
 ANNs are used to simulate the massively parallel
processes that are effectively used in the brain for
learning, and storing information and knowledge
Biological Neuron
 Dendrites
 Axon
 Soma
 Membrane
 Synapse
 Neurotransmitter
 Spikes
Dendrites
Synapse
Axon
Simple Neuron Configuration
Summation
(weighted)
Transfer
Output (Y)
Inputs Weights
W1
W2
W3
W4
X1
X2
X3
X4
Threshold Logic Units
 Outputs are 0 or 1
 If the activation
(accumulated weighted
input) is larger than
threshold the unit
generates a signal
1
0
Sigmoidal Transfer function
Outputs are in the range
from 0 to 1
y=1/(1+exp(-a))
Is differentiable
Neural Network Architecture
 In feedforward NN, neurons are grouped into layers
 The neurons on each layer are the same type
 There are different types of layers
 Input layer: receive input from external sources
 Output layer: communicate to user
 Hidden layer(s): neurons communicate only with
other layers
Sample Network Configuration
Input
layer
Hidden
layer
Output
layer
Some Characteristics of ANN
 Tolerance to noise;
 Reliability;
 Two layer networks are restricted to linearly
separable problems;
 Additional layers can solve more complicated
problems;
 “Black Box”. Why? Non-linearity;
 Logic hidden in weights;
 Universal approximators.
Learning Methods
 Supervised
 Error Backpropagation
 Counter-Propagation
 Unsupervised
 Hebb’s rule
 Competitive Learning
 Reinforcement
Error Backpropagation Algorithm
 Generalized Delta Rule;
 Allowed training multi-layer ANN;
 Revived interest in ANN;
 Error terms are propagated back through
the network;
 The weight coefficients are updated
iteratively;
Error Backpropagation Algorithm:
Drawbacks
 Local Minima;
 Biologically implausible;
 Possibility of “network paralysis”;
 Slowness;
 Oscillations.
Problems solved by ANN
 Classification
 Cluster Analysis
 Approximation
 Forecasting
 Association
 Data compression
Benefits of ANN
 Parallelism
 Learning
 Generalization
 NN can learn the characteristics of a general category
of objects on specific examples from that category
 Robustness (reliability)
 Tolerance to noise
 Performance does not degrade appreciably if some of
its neurons or interconnections are lost (Distributed
memory)
Limitations of ANN
 Two-layer NN limited to linearly separable problems
 Local minima & oscillations
 Number of hidden layers/units hard to determine
 Lack of transparency (perspicuity)
Sample of Applications
 Business
 Credit scoring
 Bankruptcy prediction
 Bond rating
 Security trading
 Technological processes
 Robotics
 Consumer electronics

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topic5c_ann.ppt

  • 2. What is a Neural Network?  A human Brain  A porpoise brain  The brain in a living creature  A computer program  Simulates (at a very rudimentary level) a biological brain  Limited connections
  • 3. Artificial Neural Networks  Artificial neural networks are information technology inspired by studies of the brain and nervous system  ANNs are used to simulate the massively parallel processes that are effectively used in the brain for learning, and storing information and knowledge
  • 4. Biological Neuron  Dendrites  Axon  Soma  Membrane  Synapse  Neurotransmitter  Spikes Dendrites Synapse Axon
  • 5. Simple Neuron Configuration Summation (weighted) Transfer Output (Y) Inputs Weights W1 W2 W3 W4 X1 X2 X3 X4
  • 6. Threshold Logic Units  Outputs are 0 or 1  If the activation (accumulated weighted input) is larger than threshold the unit generates a signal 1 0
  • 7. Sigmoidal Transfer function Outputs are in the range from 0 to 1 y=1/(1+exp(-a)) Is differentiable
  • 8. Neural Network Architecture  In feedforward NN, neurons are grouped into layers  The neurons on each layer are the same type  There are different types of layers  Input layer: receive input from external sources  Output layer: communicate to user  Hidden layer(s): neurons communicate only with other layers
  • 10. Some Characteristics of ANN  Tolerance to noise;  Reliability;  Two layer networks are restricted to linearly separable problems;  Additional layers can solve more complicated problems;  “Black Box”. Why? Non-linearity;  Logic hidden in weights;  Universal approximators.
  • 11. Learning Methods  Supervised  Error Backpropagation  Counter-Propagation  Unsupervised  Hebb’s rule  Competitive Learning  Reinforcement
  • 12. Error Backpropagation Algorithm  Generalized Delta Rule;  Allowed training multi-layer ANN;  Revived interest in ANN;  Error terms are propagated back through the network;  The weight coefficients are updated iteratively;
  • 13. Error Backpropagation Algorithm: Drawbacks  Local Minima;  Biologically implausible;  Possibility of “network paralysis”;  Slowness;  Oscillations.
  • 14. Problems solved by ANN  Classification  Cluster Analysis  Approximation  Forecasting  Association  Data compression
  • 15. Benefits of ANN  Parallelism  Learning  Generalization  NN can learn the characteristics of a general category of objects on specific examples from that category  Robustness (reliability)  Tolerance to noise  Performance does not degrade appreciably if some of its neurons or interconnections are lost (Distributed memory)
  • 16. Limitations of ANN  Two-layer NN limited to linearly separable problems  Local minima & oscillations  Number of hidden layers/units hard to determine  Lack of transparency (perspicuity)
  • 17. Sample of Applications  Business  Credit scoring  Bankruptcy prediction  Bond rating  Security trading  Technological processes  Robotics  Consumer electronics