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Artificial Intelligence, Knowledge and Data Engineering
Structure and functions of a replicative neuro-like module
I. Stepanyana, A. Khomichb a Mechanical Engineering Research Institute of the Russian Academy of Sciences
b Raiffeisenbank JSC
Abstract:
The given work describes a technology of construction of neural network system of artificial intellect (AI) at a junction of declarative programming and machine training on the basis of modelling of cortical columns. Evolutionary mechanisms, using available material and relatively simple phenomena, have created complex intelligent systems. From this, the authors conclude that AI should also be based on simple but scalable and biofeasible algorithms, in which the stochastic dynamics of cortical neural modules allow to find solutions to of complex problems quickly and efficiently. Purpose: Algorithmic formalization at the level of replicative neural network complexes — neocortex columns of the brain. Methods: The basic AI module is presented as a specialization and formalization of the concept "Chinese room" introduced by John Earle. The results of experiments on forecasting binary sequences are presented. The computer simulation experiments have shown high efficiency in implementing the proposed algorithms. At the same time, instead of using for each task a carefully selected and adapted separate method with partially equivalent restatement of tasks, the standard unified approach and unified algorithm parameters were used. It is concluded that the results of the experiments show the possibility of effective applied solutions based on the proposed technology. Practical value: the presented technology allows creating self-learning and planning systems.
Keywords:
evolutionary modeling, declarative programming of neural networks, chinese room, replicative neural-like module, model of neocortex columns.
Received: 07.07.2020
Citation:
I. Stepanyan, A. Khomich, “Structure and functions of a replicative neuro-like module”, Tr. SPIIRAN, 19:4 (2020), 803–828
Linking options:
https://www.mathnet.ru/eng/trspy1117 https://www.mathnet.ru/eng/trspy/v19/i4/p803
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