13⁻¹ · x̅|q̅ Divisor
Vol 3 No 2 (2022), Papers
Vol 3 No 2 (2022)

13⁻¹ · x̅|q̅ Divisor

Papers
https://doi.org/10.51790/2712-9942-2022-3-2-9
Published May 12, 2022
G. E. Deev
Obninsk Institute for Nuclear Power Engineering, National Research Nuclear University MEPhI, Obninsk, Russian Federation
S. V. Ermakov
Obninsk Institute for Nuclear Power Engineering, National Research Nuclear University MEPhI, Obninsk, Russian Federation
N. A. Korol
Obninsk Institute for Nuclear Power Engineering, National Research Nuclear University MEPhI, Obninsk, Russian Federation
PDF (Russian)

Keywords

numberoid
state accumulation method
final states
normal and inverse representation of numbers
extroversion by states
derived state

How to Cite

1.
Deev G.E., Ermakov S.V., Korol N.A. 13⁻¹ · x̅|q̅ Divisor // Russian Journal of Cybernetics. 2022. Vol. 3, № 2. P. 74-85. DOI: 10.51790/2712-9942-2022-3-2-9.
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Abstract

We consider an abstract automaton that divides by 13(4) in the quadratic numbering system. The automaton is typical for a family of divisors having no common features. As a consequence, almost every divisor is a source of original features. An example of such a divisor is presented. Some of its features are unusual and non-obvious computational objects to be investigated. All the divisors of the family can be implemented with the B-technology.

https://doi.org/10.51790/2712-9942-2022-3-2-9
PDF (Russian)

References

Деев Г. Е. Теория вычислительных устройств. Санкт-Петербург: Лань; 2019. 452 с.

Летников А. Теория дифференцирования с произвольным указателем. М.: Типография А. И. Мамонтова; 1868.

Эйлер Л. Дифференциальное исчисление. М.-Л.: ГИТТЛ; 1949.

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