CMOS implementation of reflexive systems in probabilistic logic.
Andruckin A.I.,S.D.Pidtynnyi.
The aim of the study is to assess the capabilities of the synthetic direction, which connects a known direction of building reliable systems from unreliable elements, expansion of Boolean logic, in particular, of the PBL and inductive logic and study of reflexive relations as feedbacks in neuromorphic systems. The objective of this study is to construct a system model of reflexive relations and their probabilistic characteristics of equilibrium in certain logical paradoxes. The article presents a system of Boolean equations, which reflects the resubmission of reflexive agents. On the basis of this system of Boolean equations built system model of reflexive relations. Reflexive communication are considered as feedback in neuromorphic networks. The basic concepts of using probabilistic logic is presented for calculation of feedbacks in logic circuits. Set of base models are considered to describe the state. Models of famous paradoxes are presented. Analysis of paradoxical statements in the application of probabilistic logic with its more powerful alphabet than Boolean logic leads to the disappearance of conflicting judgments properties. he work proposed a method for constructing a system of Boolean equations that reflect reflexive representation of agents with respect to the identification of the logical state of other agents and himself in particular. Probabilistic characteristics of reflexive relations were obtained in equilibrium. The results, in addition to the theory of the creation of multi-agent systems, and neuromorphic systems may be used in the technical logical identification and diagnosis systems. The results of calculation for the stationary probabilities of reflexive relations are presented for logical paradoxes of Plato and Socrates, Albert of Saxony. Keywords: probabilistic logic, reflection, paradoxes, the system model.
