Paradigmatic working memory (attractor) cell in IT cortex
Neural Computation
Transform-invariant recognition by association in a recurrent network
Neural Computation
Encoding the Temporal Statistics of Markovian Sequences of Stimuli in Recurrent Neuronal Networks
ICANN '02 Proceedings of the International Conference on Artificial Neural Networks
Stable Neural Attractors Formation: Learning Rules and Network Dynamics
Neural Processing Letters
Mixed states on neural network with structural learning
Neural Networks
Part 3: brain science, information science and associative memory model
New Generation Computing
Hebbian learning of context in recurrent neural networks
Neural Computation
Neural Information Processing
Semantic priming in a cortical network model
Journal of Cognitive Neuroscience
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It is shown that a simple modification of synaptic structures (ofthe Hopfield type) constructed to produce autoassociativeattractors, produces neural networks whose attractors arecorrelated with several (learned) patterns used in the constructionof the matrix. The modification stores in the matrix a fixedsequence of uncorrelated patterns. The network then has correlatedattractors, provoked by the uncorrelated stimuli. Thus, the networkconverts the temporal order (or temporal correlation) expressed bythe sequence of patterns, into spatial correlations expressed inthe distributions of neural activities in attractors. The modelcaptures phenomena observed in single electrode recordings inperforming monkeys by Miyashita et al. The correspondence is asclose as to reproduce the fact that given uncorrelated patterns assequentially learned stimuli, the attractors produced aresignificantly correlated up to a separation of 5 (five) in thesequence. This number 5 is universal in a range of parameters, andrequires essentially no tuning. We then discuss learning scenariosthat could lead to this synaptic structure as well as experimentalpredictions following from it. Finally, we speculate on thecognitive utility of such an arrangement.