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High Speed Non-equal Dimension Color Image Scrambling using Chaotic Flow Sequences

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Title High Speed Non-equal Dimension Color Image Scrambling using Chaotic Flow Sequences
 
Creator Hadi T. Zeboon
Hikmat N. Abdullah
Atheer J. Mansor
 
Description One of the digital image encryption methods is image scrambling. In this paper, an image scrambling scheme using chaotic flow sequences is proposed. The scheme is based on pixel scrambling by using four possible types of chaotic flow sequences including Lorenz, Rössler, Chua and Nien. The power point of the proposed scrambling scheme as compared with the classical scheme based on "Arnold cat map" is its applicability to both equal and non-equal dimension images. The performance of the proposed scheme is evaluated by using scrambling quality measurements: Distance Scrambling Factor (DSF), Average Distance Change (ADC) and 2-D correlation. Furthermore, this performance is compared with the performance of the classical scheme. The simulation results show that, keeping almost the same scrambling quality, the proposed scheme has higher descrambling speed than the classical scheme where the decrypted image is obtained after only one iteration.
 
Publisher Int'l Conference on Change, Innovation, Informatics and Disrurptuive Technology
 
Contributor
 
Date 2016-12-23 17:22:40
 
Type Peer-reviewed Paper
 
Format application/pdf
 
Identifier http://proceedings.sriweb.org/repository/index.php/ICCIIDT/icciidtt_london/paper/view/43
 
Source Int'l Conference on Change, Innovation, Informatics and Disrurptuive Technology; ICCIIDT London - UK
 
Language en
 
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