Modular Neural Network
Modular Neural Network
Cascade correlation: This algorithm cascade correlation was proposed by Fahlman and Lebiere to address the issues regarding residual approximation error.
· Cascade Correlation Characteristics :
Ø A supervised learning algorithm is evaluated on its performance via an external source.
Ø A network that regulates its own size and topology.
Ø It consists of input/output layers simultaneously.
Ø It is used to enhance a minimal multi-layer network by creating a hidden layer.
Ø recruits new units according to the residual approximation error.
Cascade algorithm:
1. Starts with a minimal network consisting of an input and output layer.
2. Train the network with a learning algorithm (ie. Gradient Descent, Simulating Annealing).
3. Train until no significant error reduction can be measured.
4. Add the new hidden unit to reduce the residual error.
5. Hidden units are added one by one to the network which is connected by all input units and to every pre-existing hidden unit.
6. Freeze all incoming weights of the hidden unit.
7. Repeat until the desired performance is reached.
1. Reduces learning time.
2. Transparent.
3. Creates a structured network.
Disadvantages :
- Can lead to specialization of just the training sets.
ART architecture: (Adaptive Resonance Theory)
We finally conclude that:
Modular neural networks can overcome any kind of current non-modular neural network and their drawbacks with ease. However, they are considered to be sensitive and efficiency is based on task decomposition. In this way modular neural networks have numerous ways to approach.





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