S
Stakhov Aleksej P
Publications - 5
Citations - 11
Stakhov Aleksej P is an academic researcher. The author has contributed to research in topics: Fibonacci number & Fibonacci word. The author has an hindex of 2, co-authored 5 publications receiving 11 citations.
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Patent
Method and device for reduction of fibonacci p-codes to minimal form
Stakhov Aleksej P,Vischnyakov Jury Mussovitsch,Luzhetskij Vladimir A,Alexandr V. Ovodenko,Solyanichenko Nikolaj A,Fomitschev Aleksandr Vladimiro +5 more
TL;DR: In this paper, an arrangement for reduction of Fibonacci p-codes to minimal form, which performs, in succession, all convolutions and all devolutions of bits of a number, whereto the original combination of binary signals corresponds, is presented.
Patent
Einrichtung zur reduzierung von fibonacci-p-codes auf die minimalform
Stakhov Aleksej P,Vischnyakov Jury Mussovitsch,Luzhetskij Vladimir A,Alexandr V. Ovodenko,Solyanichenko Nikolaj A,Fomitschev Aleksandr Vladimiro +5 more
Patent
Dispositif pour la reduction des codes p de fibonacci a la forme minimale
Stakhov Aleksej P,Vischnyakov Jury Mussovitsch,Luzhetsky Vladimir Andreevich,Alexandr V. Ovodenko,Solyanichenko Nikolaj A,Luzhetskij Vladimir A +5 more
TL;DR: In this article, the authors present a dispositif comporte n cellules fonctionelles 2 de meme type; the l-ieme cellule 2 a sa sortie de convolution reliee a l'une des entrees de prepositionnement de convolutions 5 de la (l-1)-ieme cellsule and a l l'autre entree de pre-positionnements de convions 6 de the (l p 1)-eme cellsules.
Patent
Fibonacci-to-binary code converter
Stakhov Aleksej P,Solyanichenko Nikolaj A,Zamchevskij Valerij,Tarasova Olga N,Zvenigorodskaya Tatyana I +4 more
Patent
Digital linear interpolator
Stakhov Aleksej P,Romanyuk Aleksandr N,Senchik Vladimir S,Shebukov Vladimir A,Soroka Nadezhda I,Gejvandova Nadezhda F +5 more
TL;DR: In this paper, a digital linear interpolator contains coordinate increment registers, adder, matching blocks, blocks for analyzing the difference in coordinate increments, block for analysing the sign of the evaluation function, register for the difference between the binary digit of all blocks is increased by adding the lower (n + 1)th digit.