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A Novel Cosine-Modulated-Polynomial Chaotic Map to Strengthen Image Encryption Algorithms in IoT Environments

Khan, Muhammad Shahbaz; Ahmad, Jawad; Al-Dubai, Ahmed; Pitropakis, Nikolaos; Driss, Maha; Buchanan, William J.

Authors

Maha Driss



Abstract

With the widespread use of the Internet of Things (IoT), securing the storage and transmission of multimedia content across IoT devices is a critical concern. Chaos-based Pseudo-Random Number Generators (PRNGs) play an essential role in enhancing the security of image encryption algorithms. This paper introduces a novel 1-dimensional cosine-modulated-polynomial chaotic map to be used as a PRNG in image encryption algorithms. The proposed map utilizes a cosine function to modulate the outcome of a polynomial expression, resulting in complex chaotic behaviour. The designed map acts as a self-modulating system and offers a larger chaotic range, reduced structural complexity, and enhanced chaotic properties, such as aperiodicity, unpredictability, ergodicity, and sensitivity to control parameters and initial conditions, in comparison to the traditional 1-dimensional chaotic maps. An extensive evaluation is performed to gauge the chaotic behaviour of the proposed map, including bifurcation diagrams, chaotic trajectory analysis, fixed point and stability analysis, Lyapunov Exponent, Kolmogorov Entropy and NIST SP800-22 tests demonstrating its effectiveness to be used as a secure PRNG in image encryption algorithms.

Citation

Khan, M. S., Ahmad, J., Al-Dubai, A., Pitropakis, N., Driss, M., & Buchanan, W. J. (2024, September). A Novel Cosine-Modulated-Polynomial Chaotic Map to Strengthen Image Encryption Algorithms in IoT Environments. Presented at 28th International Conference on Knowledge Based and Intelligent information and Engineering Systems (KES 2024), Spain

Presentation Conference Type Conference Paper (published)
Conference Name 28th International Conference on Knowledge Based and Intelligent information and Engineering Systems (KES 2024)
Start Date Sep 11, 2024
End Date Sep 13, 2024
Acceptance Date May 6, 2024
Online Publication Date Nov 28, 2024
Publication Date 2024
Deposit Date Feb 20, 2025
Publicly Available Date Feb 20, 2025
Journal Procedia Computer Science
Print ISSN 1877-0509
Publisher Elsevier
Peer Reviewed Peer Reviewed
Volume 246
Pages 4214-4223
DOI https://doi.org/10.1016/j.procs.2024.09.261
Keywords Chaotic map, Chaotic systems, Image encryption, Pseudo-random number generator, Chaos, cryptography
Public URL http://researchrepository.napier.ac.uk/Output/4125796
External URL http://kes2024.kesinternational.org/

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