2015 Fifth International Conference on Communication Systems and Network Technologies 2015
DOI: 10.1109/csnt.2015.37
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An Image Secret Sharing Technique with Block Based Image Coding

Abstract: A (t, n) threshold secret image sharing scheme generates n share images from a secret image in such a way that any t or more share images can be used to reconstruct the secret image. In this paper we have proposed a (t, n) secret image sharing scheme where the secret image is first encoded by block based lossy compression technique and define t sub-images. The image compression technique gives a good quality image. To enhance the security level, the sub-images are scrambled by Arnold transform and then shares … Show more

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Cited by 4 publications
(2 citation statements)
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“…Figure 7 depicts the method's block diagram . The method in [16] is Sharing secret image systems using data loss, proposed compression, and conversion system for grayscale images. Securing secret images is done by blocking depending on lossless compression technology.…”
Section: Figure 2: Suggested Methods For Cover Image Spatial Domainmentioning
confidence: 99%
See 1 more Smart Citation
“…Figure 7 depicts the method's block diagram . The method in [16] is Sharing secret image systems using data loss, proposed compression, and conversion system for grayscale images. Securing secret images is done by blocking depending on lossless compression technology.…”
Section: Figure 2: Suggested Methods For Cover Image Spatial Domainmentioning
confidence: 99%
“…Bits and Magic LSB for grayscale images [12] No development improved MSB [13] does not discriminate Edge finding and encoding XOR [14] Not using all kinds of images Dynamic Programming [15] Calculations are not easy based image coding [16] Replay requires the original image Calculations are not easy LSB and At the algorithm [17] Capacity Finding Edge and Link [18] Computationally Complex LSB and EMD [19] Limited to certain Information LSB [20] does not discriminate Random methods with the least significant bits [21] Computationally Complex DKL [22]…”
Section: Shufflingmentioning
confidence: 99%