Neuromodels of Dynamic Systems
Nearly all phenomena of the natural world involve systems whose behavior varies through time. In some cases the rules governing the behavior are themselves opaque, but in many cases complexity can arise from relatively simple rules. The most primitive biological information processing systems evolved to meet the necessities of survival. From sense data to action, flight or the capture of prey, there is a gap that was bridged by the evolution of adaptive control systems based on circuits of simple neural components. A vital computational characteristic of such neural circuitry is the ability to model non-linear dynamic systems.
KeywordsLyapunov Exponent Chaotic System Dynamic System Modeling Generalization Capability Euler System
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