Image security using Arnold method in tetrolet domain
Title | Image security using Arnold method in tetrolet domain |
Publication Type | Conference Paper |
Year of Publication | 2016 |
Authors | Sharma, P., Patel, D., Shah, D., Shukal, D. |
Conference Name | 2016 Fourth International Conference on Parallel, Distributed and Grid Computing (PDGC) |
Accession Number | 978-1-5090-3669-1 |
Keywords | Arnold method, Arnold transforms, block shuffling, Clocks, Encryption, Entropy, frequency-domain analysis, hidden information, Image coding, image security, image texture, iterative based Arnold transform, Iterative methods, Metrics, pubcrawl, Resiliency, Scalability, security, tetrolet domain, Tetrolet transform, Time Frequency Analysis, Transforms, visual information |
Abstract | The image contains a lot of visual as well as hidden information. Both, information must be secured at the time of transmission. With this motivation, a scheme is proposed based on encryption in tetrolet domain. For encryption, an iterative based Arnold transform is used in proposed methodology. The images are highly textured, which contains the authenticity of the image. For that, decryption process is performed in this way so that maximum, the edges and textures should be recovered, effectively. The suggested method has been tested on standard images and results obtained after applying suggested method are significant. A comparison is also performed with some standard existing methods to measure the effectiveness of the suggested method. |
URL | https://ieeexplore.ieee.org/document/7913166/ |
DOI | 10.1109/PDGC.2016.7913166 |
Citation Key | sharma_image_2016 |
- iterative based Arnold transform
- visual information
- Transforms
- Time Frequency Analysis
- Tetrolet transform
- tetrolet domain
- security
- Scalability
- Resiliency
- pubcrawl
- Metrics
- Iterative methods
- Arnold method
- image texture
- image security
- Image coding
- hidden information
- frequency-domain analysis
- Entropy
- encryption
- Clocks
- block shuffling
- Arnold transforms