Mathematics of natural intelligence
Evgenii Vityaev

TL;DR
This paper develops mathematical models of the brain's cognitive structures, such as the cognitome and consciousness, based on new mathematical results and a general principle of causal discovery, to better understand natural intelligence.
Contribution
It introduces novel mathematical models of cognitive brain structures and processes, grounded in a principle of causal discovery, advancing the theoretical understanding of natural intelligence.
Findings
Models of the cognitome and consciousness are derived mathematically.
The models unify various theories of cognition and consciousness.
The approach offers a new framework for understanding brain functions.
Abstract
In the process of evolution, the brain has achieved such perfection that artificial intelligence systems do not have and which needs its own mathematics. The concept of cognitome, introduced by the academician K.V. Anokhin, as the cognitive structure of the mind -- a high-order structure of the brain and a neural hypernetwork, is considered as the basis for modeling. Consciousness then is a special form of dynamics in this hypernetwork -- a large-scale integration of its cognitive elements. The cognitome, in turn, consists of interconnected COGs (cognitive groups of neurons) of two types -- functional systems and cellular ensembles. K.V. Anokhin sees the task of the fundamental theory of the brain and mind in describing these structures, their origin, functions and processes in them. The paper presents mathematical models of these structures based on new mathematical results, as well as…
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Taxonomy
TopicsCognitive Science and Education Research · Cognitive Computing and Networks · Diverse Interdisciplinary Research Studies
