Optical higher-order neural networks for invariant pattern recognition
R. D. Griffin, J. N. Lee, T. Maxwell, Frank P. Pursel · Annual Meeting Optical Society of America · 1987
Higher-order neural networks1have several desirable computational characteristics such as significantly decreased convergence times, increased storage capacity over first-order layered networks (which respond only to weighted sums of the inputs ∑ W i x i ), and an ability to encode a prioriknowledge in the network. Simulation results for the problem of learning to classify clusters in a binary string showed that a second-order network (which also includes weighted sums of products ∑ W i j x i x j ) generalized correctly 90% of the time after training on only 10% of the training set.