12 August 2013 Steganalysis of least significant bit matching based on image histogram and correlation
Author Affiliations +
J. of Electronic Imaging, 22(3), 033008 (2013). doi:10.1117/1.JEI.22.3.033008
The steganalysis/detection of spatial domain least significant bit (LSB) matching steganography in grayscale images, which is the antetype of many sophisticated steganographic methods, is concentrated on. Spatial LSB matching can be modeled by adding independent noise to the image, and it is proved theoretically that the LSB matching will smooth the image histogram and histogram of difference image. Accordingly, the absolute differences between adjacent elements of image histogram are calculated as the histogram features, and co-occurrence matrix is utilized to extract features based on image correlation. A calibrated image is generated by embedding a message into the pending image. The features are extracted from both pending and calibrated images, and the ratios of corresponding features between pending and calibrated images are used as the final features. A support vector machine is utilized to train the classifier with the extracted features. Experimental results show that the proposed features outperform some previous ones and reveal the respective strong points of histogram and correlation features in the detection of never-compressed and JPEG-compressed images.
© 2013 SPIE and IS&T
Zhihua Xia, Shufang Wang, Xingming Sun, Baowei Wang, "Steganalysis of least significant bit matching based on image histogram and correlation," Journal of Electronic Imaging 22(3), 033008 (12 August 2013). http://dx.doi.org/10.1117/1.JEI.22.3.033008

Feature extraction



Focus stacking software


Image quality



Color Imaging management in film processing
Proceedings of SPIE (December 15 2003)
Creating panoramas on mobile phones
Proceedings of SPIE (February 28 2007)
Least-squares deconvolution of AMBER dispersed visibilities
Proceedings of SPIE (September 12 2012)
Image quality and entropy masking
Proceedings of SPIE (June 03 1997)

Back to Top