On the Entropy Based Associative Memory Model with Higher-Order Correlations

On the Entropy Based Associative Memory Model with Higher-Order Correlations

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In this paper, an entropy based associative memory model will be proposed and applied to memory retrievals with an orthogonal learning model so as to compare with the conventional model based on the quadratic Lyapunov functional to be minimized during the retrieval process.In the present approach, the updating dynamics will be constructed on the basis of the entropy Designing training programs for the development of emotional intelligence in adolescents with behavioral problems minimization strategy which may be reduced asymptotically to the above-mentioned conventional dynamics as a special case ignoring the higher-order correlations.According to the introduction of the entropy functional, one may involve higer-order correlation effects between neurons in a self-contained manner without any heuristic coupling coefficients as in the conventional manner.In fact we shall show such higher order coupling tensors are to be uniquely determined in the framework A Lazy Bailout Approach for Dual-Criticality Systems on Uniprocessor Platforms of the entropy based approach.From numerical results, it will be found that the presently proposed novel approach realizes much larger memory capacity than that of the quadratic Lyapunov functional approach, e.

g., associatron.