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Neural Network
Neural Network
• The artificial neural network (ANN), often simply called neural
network (NN), is a processing model loosely derived from biological
neurons.
• Neural networks are often used for classification problems or decision
making problems that do not have a simple or straightforward
algorithmic solution.
• The beauty of a neural network is its ability to learn an input to
output mapping from a set of training cases without explicit
programming, and then being able to generalize this mapping to
cases not seen previously.
• We concentrate on the topics relevant to mobile robots.
Neural Network Principles
• Individual artificial neuron
Sigmoidal output
function
Feed-Forward Networks
• Fully connected feed-forward network (differ significantly from
feedback networks)
Three-layer NN
• For most practical applications, a single hidden layer is sufficient.
• Input layer (for example input from robot sensors)
• Hidden layer (connected to input and output layer)
• Output layer (for example output to robot actuators)
• In the standard three-layer network, the input layer is usually
simplified in the way that the input values are directly taken as
neuron activation. No activation function is called for input neurons.
Three-layer NN
The remaining questions for our standard three-layer NN type are:
1. How many neurons to use in each layer?
The number of neurons in the input and output layer are determined by the
application. (three PSD sensors as input, two motors as output
 the network should have three input neurons and two output neurons ).
2. Which connections should be made between layer i and layer i + 1?
We simply connect every output from layer i to every input at layer i + 1. This
is called a “fully connected” neural network.
3. How are the weights determined?
The standard method is supervised learning, for example through error
backpropagation. The same task is repeatedly run by the NN and the
outcome judged by a supervisor.
Three-layer NN
Three-layer NN
• Errors made by the network are backpropagated from the output
layer via the hidden layer to the input layer, amending the weights of
each connection.
• Evolutionary algorithms provide another method for determining the
weights of a neural network. A genetic algorithm can be used to
evolve an optimal set of neuron weights.
Example
• The experimental setup for an NN that should drive a mobile robot collision-free
through a maze (for example left-wall following) with constant speed.
• Three sensor inputs + two motor outputs + chose six hidden neurons (3+6+2)
Example
• Let us calculate the output of an NN for a simpler case with 2 + 4 + 1
neurons.
Example
Example
Activation value
Output values
Backpropagation
• A large number of different techniques exist for learning in neural
networks.
• These include supervised and unsupervised techniques.
• Classification networks  a supervised off-line technique, can be
used to identify a certain situation from the network input and
produce a corresponding output signal.
Backpropagation
Bias neurons
summary

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Lecture 11 neural network principles

  • 2. Neural Network • The artificial neural network (ANN), often simply called neural network (NN), is a processing model loosely derived from biological neurons. • Neural networks are often used for classification problems or decision making problems that do not have a simple or straightforward algorithmic solution. • The beauty of a neural network is its ability to learn an input to output mapping from a set of training cases without explicit programming, and then being able to generalize this mapping to cases not seen previously. • We concentrate on the topics relevant to mobile robots.
  • 3. Neural Network Principles • Individual artificial neuron Sigmoidal output function
  • 4. Feed-Forward Networks • Fully connected feed-forward network (differ significantly from feedback networks)
  • 5. Three-layer NN • For most practical applications, a single hidden layer is sufficient. • Input layer (for example input from robot sensors) • Hidden layer (connected to input and output layer) • Output layer (for example output to robot actuators) • In the standard three-layer network, the input layer is usually simplified in the way that the input values are directly taken as neuron activation. No activation function is called for input neurons.
  • 6. Three-layer NN The remaining questions for our standard three-layer NN type are: 1. How many neurons to use in each layer? The number of neurons in the input and output layer are determined by the application. (three PSD sensors as input, two motors as output  the network should have three input neurons and two output neurons ). 2. Which connections should be made between layer i and layer i + 1? We simply connect every output from layer i to every input at layer i + 1. This is called a “fully connected” neural network. 3. How are the weights determined? The standard method is supervised learning, for example through error backpropagation. The same task is repeatedly run by the NN and the outcome judged by a supervisor.
  • 8. Three-layer NN • Errors made by the network are backpropagated from the output layer via the hidden layer to the input layer, amending the weights of each connection. • Evolutionary algorithms provide another method for determining the weights of a neural network. A genetic algorithm can be used to evolve an optimal set of neuron weights.
  • 9. Example • The experimental setup for an NN that should drive a mobile robot collision-free through a maze (for example left-wall following) with constant speed. • Three sensor inputs + two motor outputs + chose six hidden neurons (3+6+2)
  • 10. Example • Let us calculate the output of an NN for a simpler case with 2 + 4 + 1 neurons.
  • 13. Backpropagation • A large number of different techniques exist for learning in neural networks. • These include supervised and unsupervised techniques. • Classification networks  a supervised off-line technique, can be used to identify a certain situation from the network input and produce a corresponding output signal.