4.6 Article

Domain-flexible selective image encryption based on genetic operations and chaotic maps

Journal

VISUAL COMPUTER
Volume 39, Issue 3, Pages 1057-1079

Publisher

SPRINGER
DOI: 10.1007/s00371-021-02384-z

Keywords

Chaos; Edge detection; Genetic operators; Orthogonal polynomials; Region of Interest (ROI); Selective encryption

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This paper presents an image encryption scheme based on genetic algorithm, chaotic map, square-wave diffusion and orthogonal polynomials transformation. The proposed scheme allows fine grained control over encryption requirements and separates the image into important and unimportant regions for different encryption operations.
Image encryption research has seen massive advances in recent times, but many avenues of improvement still remain nascent. This paper takes head on various research challenges, giving the user fine grained control over their encryption requirements, by proposing a domain-flexible and selective image encryption scheme based on genetic algorithm, chaotic map, square-wave diffusion and orthogonal polynomials transformation. Initially, the proposed cryptosystem separates the image into important and unimportant regions making use of edges in the image with the orthogonal polynomials transformation. Important blocks, termed as Regions of Interest (ROI), are encrypted based on genetic operators and fitness score with chaos and unimportant blocks are encrypted with shuffling operations in the orthogonal polynomial domain. Then, square-wave diffusion is carried on the entire image to obtain the final encrypted image. The novel feature of the proposed encryption scheme is the unique design of the fitness function, wherein the fitness value can be varied between 1 for maximum speed and 10 for maximum security, to suit the user's requirements and can operate in frequency or spatial or hybrid domain suitable for a vast range of real-time applications. Extensive experiments and analyses have been conducted to demonstrate the efficiency of the proposed work.

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