Conception of realization of criptographic rsa transformations with using of the residue number system.

  • Viktor Krasnobayev V. N. Karazin Kharkiv National University
  • Alina Yanko Poltava National Technical Yuri Kondratyuk University
  • Sergey Koshman Kharkov National Technical University of Agriculture named after Peter Vasylenko
Keywords: specialized digital devices and systems, base of non-position number system, modular number system, cryptographic transformations

Abstract

The methods of rapid information processing aimed to reduce the time of realization of cryptographic RSA transformations are propounded in the paper. These methods are based on application of the principle of ring shift (PRS) in the module number system (MNS). MNS application, from point of view of increasing the speed of realization of cryptographic transformations with the open key, proves to be effective in organizing the process of realization of module integer arithmetic operations.

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Author Biographies

Viktor Krasnobayev, V. N. Karazin Kharkiv National University

Doctor of Sciences (Engineering), Full Professor, Honourable Inventor of Ukraine,Honourable Radio Specialist of the USSR

Alina Yanko, Poltava National Technical Yuri Kondratyuk University

PhD student

Sergey Koshman, Kharkov National Technical University of Agriculture named after Peter Vasylenko

Ph.D., associate Professor

References

Adibzadeh F. Combination of Multiple Classifiers for Classifying the Diabetic Data/ F.Adibzadeh, M.H. Moradi // Biomedical Soft Computing and Human Sciences. – 2009. - Vol.14. - № 2. - P. 69-80.

Iwase H. Development of General-Purpose Particle and Heavy Ion Transport Monte Carlo Code / H.Iwase, K.Niita, T.Nakamura // Journal of Nuclear Science and Technology. – 2002. - Vol. 39. - №.11. - P.1142-1151.

Banumathi A. Automated diagnosis and severity measurement of cyst / A. Banumathin et al. // Biomedical Soft Computing and Human Sciences. – 2009. - Vol.14. - № 2. - P. 103-108.

Кasамi T. Theory of encoding / T. Каsамi, N. Тоkura, Y. Ivadari. – M.: Mir, 1978. - 576 p.

Shnaier B. Applied Cryptography. – M.: Тriumph, 2002. – 797 p.

Gorbenko I.D. Kriptoanalysis of cryptographic transformations in the groups of points of elliptic curves by the method of Pol-larda/ I.D. Gorbenko, S.I. Zbitnev, A.A. Polyakov // Radioengineering: All-Ukrainian bulletin of science and engineering. – 2001. - Issue 119. – P. 43-50.

Krasnobayev V. A. Method for Realization of Transformations in Public-Key Cryptography/ V. A. Krasnobayev // Telecommu-nications and Radio Engineering (USA). – 2007. - Vol. 66. - Issue 17. - P. 1559-1572.

Akushskiy I.Ya. Machine arithmetic in remainders classes / I.Ya. Akushskiy, D.I. Yuditskiy. – M.: Soviet Radio, 1968. – 440p.

Kolyada A.A. Modular structures of conveyer method of digital information processing / A.A Kolyada, I.T. Pak. - Minsk: University, 1992. – 256 p.

Published
2016-09-07
Cited
How to Cite
Krasnobayev, V., Yanko, A., & Koshman, S. (2016). Conception of realization of criptographic rsa transformations with using of the residue number system. Computer Science and Cybersecurity, (2), 5-12. Retrieved from https://periodicals.karazin.ua/cscs/article/view/6207
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Статті