Title :
NDRAM: nonlinear dynamic recurrent associative memory for learning bipolar and nonbipolar correlated patterns
Author :
Chartier, Sylvain ; Proulx, Robert
Author_Institution :
Univ. du Quebec a Montreal, Que., Canada
Abstract :
This paper presents a new unsupervised attractor neural network, which, contrary to optimal linear associative memory models, is able to develop nonbipolar attractors as well as bipolar attractors. Moreover, the model is able to develop less spurious attractors and has a better recall performance under random noise than any other Hopfield type neural network. Those performances are obtained by a simple Hebbian/anti-Hebbian online learning rule that directly incorporates feedback from a specific nonlinear transmission rule. Several computer simulations show the model´s distinguishing properties.
Keywords :
Hebbian learning; Hopfield neural nets; content-addressable storage; neural net architecture; pattern recognition; random noise; unsupervised learning; Hebbian online learning; Hopfield type neural network; NDRAM; antiHebbian online learning; bipolar attractor; bipolar correlated pattern; computer simulation; dynamic model; nonbipolar attractor; nonbipolar correlated pattern; nonlinear dynamic recurrent associative memory; nonlinear transmission rule; optimal linear associative memory model; random noise; unsupervised attractor neural network; unsupervised learning; Associative memory; Computer simulation; Feedback loop; Hopfield neural networks; Hypercubes; Iterative algorithms; Neural networks; Neurofeedback; State feedback; Unsupervised learning; Associative memory; dynamic model; neural network; unsupervised learning; Algorithms; Artificial Intelligence; Biomimetics; Cluster Analysis; Computer Simulation; Feedback; Memory; Models, Theoretical; Neural Networks (Computer); Nonlinear Dynamics; Pattern Recognition, Automated; Statistics as Topic;
Journal_Title :
Neural Networks, IEEE Transactions on
DOI :
10.1109/TNN.2005.852861