1 August 1996 Modified two-dimensional Hamming neural network and its optical implementation using Dammann gratings
James Zhiqing Wen, Pochi Yeh, Xiangyang Yang
Author Affiliations +
A 2-D neural network and its optical implementation are presented. The neural network consists of two interconnection layers. The first layer is a modified Hamming net layer that calculates the Hamming distance between the input and each of the stored patterns. Instead of performing a winner-take-all operation, thresholding is performed within each hidden neuron. The second layer is a mapping network for pattern association. The presented neural network has fewer interconnections and a higher storage capacity than a fully interconnected Hopfield network. In comparison with multilayer perceptrons, it has advantages such as easy and direct training and unipolar binary interconnection weights and therefore is more suitable for optical implementation with currently available optoelectronic devices. The neural network can be easily reconfigured when the training set needs to be updated or extra training patterns need to be added into the training set. The attraction basins of stored patterns can be adjusted, and the input fault tolerance can be enhanced locally. An optical system employing Dammann gratings has been used in the preliminary experiments. Experimental results verified the feasibility of the neural network model as well as its optical implementation.
James Zhiqing Wen, Pochi Yeh, and Xiangyang Yang "Modified two-dimensional Hamming neural network and its optical implementation using Dammann gratings," Optical Engineering 35(8), (1 August 1996). https://doi.org/10.1117/1.600794
Published: 1 August 1996
Lens.org Logo
CITATIONS
Cited by 5 scholarly publications.
Advertisement
Advertisement
RIGHTS & PERMISSIONS
Get copyright permission  Get copyright permission on Copyright Marketplace
KEYWORDS
Neural networks

Neurons

Tolerancing

Spatial light modulators

Binary data

Systems modeling

Optical engineering

RELATED CONTENT


Back to Top