Abstract. Stochastic behavioral models are specified by a difference evolutionary equation for the probabilities of binary alternatives. The classification of stochastic behavioral models is analyzed by the limit comportment of alternatives probabilities. The main property of classification is characterized by three types of equilibrium: attractive, repulsive, and dominant. The stochastic behavioral models are classified by using the stochastic approximation.

Keywords: evolutionary behavioral process, stochastic behavioral process, equilibrium, attractive model, repulsive model, dominant models, generator of discrete Markov process.