Abstract
The article discusses the construction of circuits only within random-access memory, additionally limited by attention. We propose a model explaining the features of the dynamics of solving problems on insight using N.N. Semenov’s theory of chain branching chemical reactions. When referring to long-term memory (and return from it with the result on the construction of a representation) the real average length of generalized mental chains can only increase, since it is known that the concepts and objects in it branched and associated with others. In circuit theory, the condition when values of average length chains go to infinity means nonstationary mode of reaction (chain explosion). Thus, in the present model this mode of sharp increase in the average length of the chains is the most favorable conditions for the building the representation – any circuit (with a length of no longer than d) we take to build from existing units operated with all its branches - it is taken in our attention and has no time to break off. These conditions are most favorable for the building and restructuring the representations, and there is the insight moment in our model. Well-known literature data on the experimental investigation of insight and creativity are in good agreement with the requirements of this model towards insight parameters.
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