Resumen

VOGEL, EDGAR H; SOTO, FABIÁN A; CASTRO, MARÍA E  y  SOLAR, PAOLA A. MATHEMATICAL MODELS OF CLASSICAL CONDITIONING: : EVOLUTION AND CURRENT CHALLENGES. rev.latinoam.psicol. [online]. 2006, vol.38, n.2, pp.215-243. ISSN 0120-0534.

From the beginning of the study of classical conditioning, the formulation of mathematical theories has been a major goal of theoreticians. After more than a century of research, the amount of empirical data accumulated is impressive and the theories have become progressively more complex and sophisticated. Nowadays, there is such a diversity of models, each addressing only certain categories of phenomena and using somewhat different formalisms, that a critical analysis seems opportune. This article attempts to provide such an analysis for the Spanish speaking audience.

Palabras clave : Associative learning; Pavlovian conditioning; classical conditioning; neural networks; connectionism..

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