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Speaker: K. Chen 2011.4.21 A novel authenticatable color visual secret sharing scheme using non-expanded meaningful shares D-C Lou, H-H Chen, H-C Wu, C-S Tsai, Displays, 2011 IF=0.812
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A novel authenticatable color visual secret sharing scheme using non-expanded meaningful shares

Jan 03, 2016

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A novel authenticatable color visual secret sharing scheme using non-expanded meaningful shares. D-C Lou, H-H Chen, H-C Wu, C-S Tsai, Displays, 2011. Speaker: K. Chen 2011.4.21. IF=0.812. The proposed scheme simultaneously achieves the specialties of meaningful share images - PowerPoint PPT Presentation
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Page 1: A novel  authenticatable  color visual secret sharing scheme using non-expanded meaningful shares

Speaker: K. Chen

2011.4.21

A novel authenticatable color visual secret sharing scheme using non-

expanded meaningful shares

D-C Lou, H-H Chen, H-C Wu, C-S Tsai, Displays, 2011

IF=0.812

Page 2: A novel  authenticatable  color visual secret sharing scheme using non-expanded meaningful shares

The proposed scheme simultaneously achieves the specialties of1. meaningful share images2. no pixel expansion3. the more quantity of hiding extra

confidential image4. applying to share color secret image5. providing authentication ability

Page 3: A novel  authenticatable  color visual secret sharing scheme using non-expanded meaningful shares

Schemes Encryptionmethod

Non-expansion

Meaningfulshares

Share colorsecret

VerificationAbility

Naor & Shamir(1994)

Codebook No No No No

Chang et. al.(2008)

P. S. Yes Yes No No

Fang & Lin (2006) Codebook Yes No No Yes

Yang (2004) Prob. Yes No No No

Wang et. al. (2009)

E. D. No Yes No No

Zhang (2008) Codebook Yes No Yes No

Tu & Hou (2007) Codebook Yes No No No

Chen & Tsao (2009)

R. G. Yes No No No

Wu et.al. (2008) Codebook No Yes Yes No

Chen et.al. (2009) R. G. Yes Yes Yes No

The proposed scheme

P. S. Yes Yes Yes Yes

Related works

P.S. = Pixel swapping, Prob. = Probabilistic method, R. G. = Random grids

Page 4: A novel  authenticatable  color visual secret sharing scheme using non-expanded meaningful shares

Visual cryptography with extra ability of hiding confidential data

W. P. Fang, J. C. Lin, Journal of Electronic Imaging, 2006

New data hiding scheme using pixel swapping for halftone images

Y. F. Chang, J. B. Feng, C.S. Tsai, Y. P. Chu, H. C. Syu, The Imaging Science Journal, 2008

Related works

Page 5: A novel  authenticatable  color visual secret sharing scheme using non-expanded meaningful shares

Visual cryptography with extra ability of hiding confidential data

Page 6: A novel  authenticatable  color visual secret sharing scheme using non-expanded meaningful shares

v

uShare BShare A

Ä =

Ä =If s = white then “same”

If s = black then “complement”

S1 S2S1 S2S1

Page 7: A novel  authenticatable  color visual secret sharing scheme using non-expanded meaningful shares

New data hiding scheme using pixel swapping for halftone images

Page 8: A novel  authenticatable  color visual secret sharing scheme using non-expanded meaningful shares

New data hiding scheme using pixel swapping for halftone images

疊合的點是白點 ( 若是黑點就沒必要調整 )

要調整的點和機密不同 ( 若是相同就沒必要調整 )

找一個和要調整不同的點 ( 找個能顯示機密的點 )

該點不能太遠

防止邊緣洩密

Page 9: A novel  authenticatable  color visual secret sharing scheme using non-expanded meaningful shares
Page 10: A novel  authenticatable  color visual secret sharing scheme using non-expanded meaningful shares

Ha Hb S

Ha + BB

Page 11: A novel  authenticatable  color visual secret sharing scheme using non-expanded meaningful shares

The proposed scheme (1)

Page 12: A novel  authenticatable  color visual secret sharing scheme using non-expanded meaningful shares

1. divide the two cover images Ha, Hb and secret image S into several non-overlapping 22 blocks

2. calculate the number of black pixels in each 22 block of the cover images, then determine the block M and F by the following

3. if there exists a pixel Mmn, in the block satisfying the following Case1 or Case2, the swap pixel Mij and Mmn .

Case1 Case2

Page 13: A novel  authenticatable  color visual secret sharing scheme using non-expanded meaningful shares

Ha Hb S

A + BBA