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Reversible data hiding scheme using sub-sampled image exploiting Lagrange's interpolating polynomial
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DOI：10.1007/s11042-017-4775-x.png)
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摘要
En 中文
In this paper, a new reversible data hiding scheme has been proposed using lagrange's interpolating polynomial on interpolated sub-sampled images. First, we generate sub-sampled images from original image and enlarge its size using image interpolation. Now, we convert secret message using lagrange interpolating polynomial and generate new secret message. The new secret message is divided and stored within interleaved pixel of each interpolated sub-sampled images. At the receiver end, new secret message is extracted from interleaved pixel of each sub-sampled stego images and then lagrange's interpolation is applied to generate original secret message. The security has been enhanced due to the distributive nature of hidden data within multiple images. The original pixels are not effected during data embedding which assure reversibility. The proposed scheme provides average embedding capacity with good visual quality measured by peak signal to noise ratio (PSNR) which is greater than 50 dB. It is observed that the proposed scheme provides better performance than other existing data hiding schemes in terms of data embedding capacity, visual quality and security. We have analyzed our stego images through RS analysis, calculate relative entropy, standard deviation and correlation coefficient of original and stego image to show the robustness under various steganographic attacks.
Keyword:
Steganography
Sub-sampled image
Reversible data hiding
Lagrange interpolation
Image interpolation
RS analysis
Relative entropy
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