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- Article name
- THE CASE OF SOLVING DIRECT AND INVERSE PROBLEMS FOR BOOLEAN EQUATIONS AND THE GENERATION TESTS
- Authors
- Pravilshchikov P. A., , pravilshchikov@mail.ru, Federal State Government-Financed Scientific Establishment V. A. Trapeznikov Institute for Control Sciences of RAS, Moscow, Russia
- Keywords
- quantity of information / brute force conservation laws / information quantity conservation law / classical and quantum computers / classical and quantum D-algorithms
- Year
- 2020 Issue 4 Pages 44 - 53
- Code EDN
- Code DOI
- Abstract
- The process of solving the direct and inverse problem for Boolean equations, as well as the process of solving the direct and inverse problem of the generation tests for combined devices. Here the process of solving these problems is investigated in the form of a specific form of movement in a discrete labyrinth L. Earlier it was proved that the motion in the maze L is characterized by the conservation enumeration law. In this work, it is proved that the movement in the labyrinth L is also characterized by the law of conservation of the amount of information - a law that is closely related to the conservation enumeration law.
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