Optimal Asymmetric Data Encryption Algorithm

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Kuryazov D.M.
Kuryazov D.M.

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The objective of our study was to evaluate, in a population of Togolese People Living With HIV(PLWHIV), the agreement between three scores derived from the general population namely the Framingham score, the Systematic Coronary Risk Evaluation (SCORE), the evaluation of the cardiovascular risk (CVR) according to the World Health Organization.
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Today, public-key cryptosystems are particularly vulnerable to fetching cipher text and adaptively matched plaintext attacks. To prevent such attacks, in practice, optimal asymmetric algorithms are used, for example, RSA-OAEP and etc. In this article, using the method of encoding messages by points of an elliptic curve, an optimal asymmetric algorithm is proposed for data encryption which is based on elliptic curves.

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20 Cites in Articles

References

  1. O'zdst (2014). Hybrid Cryptographic Protocols Providing Digital Signature.
  2. O'zdst (1092). State standard of the Republic of Uzbekistan. Information technology. Cryptographic information protection. Processes of formation and verification of electronic digital signature.
  3. M Aripov,D Kuryazov (2012). On one EDS algorithm with a composite module // Reports of the Academy of Sciences of the Republic of Uzbekistan.
  4. D Kuryazov (2013). EDS algorithm on elliptic curves.
  5. Davlatov Mirzo- Ulugbek,Allanov Orif,Turdibekov Baxtiyor (2012). Application Of Neural Networks In Cryptanalysis: The Case Of The Vigenère Algorithm.
  6. D Kuryazov (2012). Modifications of the EDS algorithm GOST R34.10-94 and their cryptanalysis.
  7. Mamatov Narzillo,Samijonov Abdurashid,Nurimov Parakhat,Niyozmatova Nilufar (2013). Karakalpak Speech Recognition with CMU Sphinx.
  8. M Aripov,D Kuryazov (2018). Algorithm of without key hash–function based on Sponge-scheme.
  9. I Gorbenko,D Balagura (2002). Directional encryption schemes in groups of points on an elliptic curve.
  10. Nikolay Moldovyan,Andrey Berezin,Anatoly Kornienko,Alexander Moldovyan (2013). Deniable encryption protocols based on probabilistic public-key encryption.
  11. A Bolotov,S Gashkov,Others Algorithmic foundations of elliptic cryptography.
  12. V Miller Use of elliptic curves in cryptography // Advances in cryptology-CRYPTO.
  13. Calif Barbara (1985). Sino-Soviet Conflict: A Historical Bibliography. (Santa Barbara, Calif.: ABC-Clio Information Services, 1984. Pp. 204. $28.50.).
  14. Neal Koblitz (1988). From Congruent Numbers to Elliptic Curves.
  15. Mihir Bellare,Phillip Rogaway (1995). Optimal asymmetric encryption.
  16. Wenbo Mao (2005). Classical Cryptography.
  17. B Abdurakhimov,A Sattarov (2018). An algorithm for constructing S-boxes for block symmetric encryption.
  18. A Sattarov (2018). About the algorithm of data encryption BTS.
  19. B Abdurakhimov,A Sattarov (2019). Algebraic immunity of Boolean function // Computational technologies.
  20. D Kuryazov (2020). Algorithm for ensuring message confidentiality using elliptic curves.

Funding

No external funding was declared for this work.

Conflict of Interest

The authors declare no conflict of interest.

Ethical Approval

No ethics committee approval was required for this article type.

Data Availability

Not applicable for this article.

kuryazov_d.m.. 2021. \u201cOptimal Asymmetric Data Encryption Algorithm\u201d. Global Journal of Computer Science and Technology - H: Information & Technology GJCST-H Volume 21 (GJCST Volume 21 Issue H2): .

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Issue Cover
GJCST Volume 21 Issue H2
Pg. 43- 47
Journal Specifications

Crossref Journal DOI 10.17406/gjcst

Print ISSN 0975-4350

e-ISSN 0975-4172

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GJCST-H Classification: E.3
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v1.2

Issue date

April 19, 2021

Language

English

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Today, public-key cryptosystems are particularly vulnerable to fetching cipher text and adaptively matched plaintext attacks. To prevent such attacks, in practice, optimal asymmetric algorithms are used, for example, RSA-OAEP and etc. In this article, using the method of encoding messages by points of an elliptic curve, an optimal asymmetric algorithm is proposed for data encryption which is based on elliptic curves.

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Optimal Asymmetric Data Encryption Algorithm

Kuryazov D.M.
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