Information Encryption Algorithm Using a Discrete Quantum Map
https://doi.org/10.35596/1729-7648-2025-23-3-102-107
Abstract
A complex encryption algorithm has been developed based on traditional RSA (public key encryption algorithm), SHA-3 (hashing algorithm), and a discrete quantum map. The features of the proposed algorithm and the developed computer program in C++ are described. To evaluate the performance of the algorithm, testing was carried out on three encrypted images that differed in the volume of transmitted information. A comparative analysis of the obtained images with the original ones showed the efficiency of the information encryption algorithm using a discrete quantum map. This algorithm can also be used to perform additional operations related to including information inside the encrypted image, which will provide an additional level of protection when transmitting information.
About the Authors
A. V. Sidorenko
Belarusian State University
Belarus
Belarus
Dr. Sci. (Tech.), Professor, Professor at the Department of Physics and Aerospace Technology
E. A. Vysotskaya
Belarusian State University
Belarus
Belarus
Student
References
1. Kiktenko E. O. (2018) Quantun Secured Blockchain. ArXiv. 3.
2. Bechzadan V. (2017) Vulnerability of Deep Reinforcement Learning to Policy. Induction Attacks. ArXiv.
3. Nai Sun Ping (2023) Quantum Discrete -Map. Based Recurrent Neural Networks. University of Science and Technology of China. (3), 1–11.
4. Guodong E., Kaivin J., Xiaoling H. (2021) Quantum Logistic Image Encryption Algorithm Based on SHA-3 and RSA. Journal of Nonlinear Dynamics. 104, 2807–2827.
5. Sidorenko A. V., Shishko M. S. (2020) Hashing Technical Algorithm Based on SHA-3 and Using Chaotic Maps. Informatics. 17 (1), 109–118 (in Russian).
6. Standard FIPS. 186-2. Digital Signature Standard (DSS). 2000.
7. Grover L. A. (1996) First Quantum Mechanical Algorithm for Database Search. Proc. of 28 Annual ACM Simposium on the Theory of Computing. Philadelphia. USA. 212–219.
8. Shor P. W. (1992) Polynomial Time Algorithms for Prime Factorization and Discrete Logarithms on a Quantum Computer. SIAM J. Comput. 26, 1484–1509.
9. Calderbank H. (2007) RCA Cryptosystem. History Algorithm. Primes. Chicago, University of Chicago, Department of Mathematics. 1–7.
10. Jamak H. (2006) Digital Signature Algorithms. Expert Conference Trends in the Development of Machinery and Associated Technology: 10th International Research. 1–5.
Review
For citations:
Sidorenko A.V., Vysotskaya E.A. Information Encryption Algorithm Using a Discrete Quantum Map. Doklady BGUIR. 2025;23(3):102-107. (In Russ.) https://doi.org/10.35596/1729-7648-2025-23-3-102-107
Views:
14
Email this article 