Abstract
It is well known that linear associative memories are sensitive to input noise. In this paper, a new noise rejection method for linear associative memories is proposed. It is shown that with a little cost in recall bias the model is much more resistant to noise than previous models, especially as the number of stored vector pairs approaches the number of the key vector components. Using the singular value decomposition (SVD) of matrices, parameter estimations in white or colour noise environments are discussed.
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