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A Survey on Visual Cryptography

Schemes

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Soorya
Sree

Ms Divya
D,

Department
of Computer Science and Technology

Assistant
Professor,

Shankara Institute of Engineering and

Department
of Computer Science and Technology

Technology,

Shankara Institute of Engineering and

Email:[email protected]

Email:[email protected]

ABSTRACT–A
secret sharing scheme allows a secret to
be shared among a set of participants, P, such that only authorized subsets of
P can recover the secret, but any unauthorized subset cannot recover the
secret. In 1995, Naor and Shamir proposed a variant of secret sharing, called
visual cryptography, where the shares given to participants. Visual
cryptography is a special technique of encryption for the information hiding in
images such that the image is visible only applying correct key to the image
for decryption. There are various techniques implemented for visual
cryptography.This paper focus on various visual cryptographic schemes.

I. INTRODUCTION

Visual cryptography is a
cryptographic technique. It makes visual information to be encrypted in such a
way that decryption becomes the task of the user to decrypt by means of sight

One of the best-known techniques
has been credited to Naor and
Shamir, who developed it in 1994. An image was split into n shares so that only someone with all the n shares could decrypt the image, while any n ? 1 shares revealed no information about the original image. Each
share was printed on a separate transparency, and decryption was performed by
overlaying the shares. When all n
shares were overlaid, the original image would appear. Several generalizations
of the basic scheme which included k-out-of-n visual cryptography are
available. Normally, there is an expansion of space requirement in visual
cryptography. But if one of the

two
shares is structured recursively, the efficiency of visual cryptography can be
increased to 100%.

II.  BASIC VISUAL CRYPTOGRAPHY SCHEMES

2.1
(2, 2) VISUAL CRYPTOGRAPHY SCHEME

In (2, 2) Visual Cryptography
Scheme, original image is divided into 2 shares. Each pixel in original image
is represented by non-overlapping block of 2 or 4 sub-pixels in each share.
Anyone, having only one share will not be able to reveal any secret
information. Both the shares are required to be superimposed to reveal the
secret image.3

In this technique,
each pixel in original image is represented by two sub-pixels in each share.
While reading the pixels in original image, if a white pixel is encountered,
one of the first two rows in Figure 2.1 is selected with probability 0.5, and
the shares are assigned 2 pixel blocks as shown in the third and fourth columns
in Figure 2.1. Similarly, if a black pixel is encountered, one of the last two
rows is selected

with probability 0.5, from which
a sub-pixel block is assigned to each share.

Two shares when superimposed, if
two white pixels overlap, the resultant pixel will be white and if a black
pixel in one share overlaps with either a white or black pixel in another
share, the resultant pixel will be black. This implies that the superimposition
of the shares represents the Boolean OR function. 2

Each pixel of the original image
is divided into two sub-pixels in each share. The last column in Figure 2.1
shows the resulting sub-pixel when the sub-pixels of both the shares in the
third and fourth columns are superimposed.

Figure
2.1: 2 out of 2 using sub pixels per original pixel

2.2 (K, N) VISUAL
CRYPTOGRAPHY SCHEME

In (2, 2) visual cryptography,
both the shares are required to reveal secret information. If one share gets
lost due to some technical problem, secret information cannot be revealed. So
there is a restriction of keeping all the shares secure to reveal information
and user can not afford to lose a single share.

In (k, n) visual cryptography
scheme, n shares can be generated from original image and distributed. Original
image is recognizable only if k or more shares stacked together, where value of
k is between 2 to n. If fewer than k shares stacked together, original image
cannot be recognized. It gives flexibility to user. If user loses some of the
shares still secret information can be revealed, if minimum k number of shares
is obtained.2

2.3 MULTIPLE SECRET
SHARING SCHEME

The previous researches in visual
cryptography were focused on securing only one image at a time. Wu and Chen
were first researchers, who developed a visual cryptography scheme to share two
secret images in two shares.

In this scheme, two secret binary
images can be hidden into two random shares, namely A and B, such that the
first secret can be seen by stacking the two shares, denoted by A?B, and the second secret can be
obtained by rotating A by 90 degree anti-clockwise. J Shyu implemented a scheme
for multiple secrets sharing in visual cryptography, where more than two secret
images can be protected at a time in two shares. 1

2.4 HALFTONE VISUAL
CRYPTOGRAPHY SCHEME

Halftone visual cryptography uses
half toning technique to create shares. Halftone which is a reprographic
technique simulates continuous tone imagery through the use of dots, which may
vary either in size, in shape or in spacing. Zhi Zhou, Gonzalo R. Arce, and
Giovanni Di Crescenzo proposed halftone visual cryptography.In halftone visual
cryptography a secret binary pixel is encoded into an array of sub pixels,
called as halftone cell, in each of the ‘n’ shares. By using halftone cells with
an correct size, visually agreeable halftone shares can be obtained. It
maintains good contrast and security and increases quality of the shares.5

2.5
VISUAL CRYPTOGRAPHY SCHEME FOR GREY IMAGES

All previous visual cryptography
schemes were only limited to binary images. These techniques were capable of
doing operations on only black and white pixels. It is not sufficient for real
life applications. Chang-Chou Lin, Wen- Hsiang Tsai proposed visual
cryptography for gray level images. In this scheme a dithering technique is
used to convert gray level image into approximate binary image. Then presented
visual cryptography schemes for binary images are used to make the shares.

2.6
VISUAL CRYPTOGRAPHY SCHEME FOR COLOR IMAGES

Visual cryptography schemes were
applied to only black and white images till year 1997. Verheul and

Van Tilborg proposed first color
visual cryptography scheme.

In this visual cryptography
scheme one pixel is distributed into m sub pixels, and each sub pixel is
divided into c color regions. In each sub pixel, there is exactly one color
region colored, and all the other color regions are black.

2.7 EXTENDED VISUAL
CRYPTOGRAPHY SCHEME

Shares are created as random
patterns of pixel traditionally. These shares look like a noise. Noise-like
shares arouse the attention of hackers, as hacker may suspect that some data is
encrypted in these noise-like images. So it becomes prone to security related
issues. It also becomes difficult to manage noise-like shares, as all shares
look alike. Nakajima, M. and Yamaguchi, Y., developed Extended visual
cryptography scheme (EVS).6

An extended visual cryptography
(EVC) provide techniques to create meaningful shares instead of random shares
of traditional visual cryptography and help to avoid the possible problems,
which may arise by noise-like shares in traditional visual cryptography. Thus
the information can be transmitted securely.

2.8
SEGMENT BASED VISUAL CRYPTOGRAPHY SCHEME

schemes were based on pixels in the input image. The limitation of pixel based
visual cryptography scheme is loss in contrast of the reconstructed image,
which is directly proportional to pixel expansion. Bernd Borchert proposed a
new scheme which is not pixel-based but segment-based.

It is useful to encrypt messages
consisting of symbols represented by a segment display. For example, the
decimal digits 0, 1,….,9 can be represented by seven-

segment display.

segment-based encryption is that, it may be easier to adjust the secret images
and the symbols are potentially easier to recognize for the human eye and it
may be easier for a non-expert human user of an encryption system to understand
the working.3

2.9
VISUAL CRYPTOGRAPHY SCHEME FOR GENERAL ACCESS

In (k, n) visual cryptography
scheme, all n shares have equal importance. Any k out of n shares can reveal
the secret information. It may compromise the security of system. To overcome
this problem, G. Ateniese, C. Blundo, A. DeSantis, and D. R. Stinson extended
(k, n) visual cryptography model to general access structure. 3

In general access structure
scheme, given set of n shares is divided into two subsets namely qualified and
forbidden subset of shares as per the importance of shares. Any k shares from
qualified subset of shares can reveal secret information, but less than k
shares from qualified subset of shares can not reveal any secret information.
Even k or more shares from forbidden set can’t reveal secret information. 2

2.10
RECURSIVE THRESHOLD VISUAL CRYPTOGRAPHY SCHEME

In (k, n) visual secret sharing
scheme, a secret of ‘b’ bits is distributed among ‘n’shares of size at least ‘b’
bits each. Since only k out of n shares is needed to reveal secret, every bit
of any share conveys at most 1/k bits of secret. It results in inefficiency in
terms of number of bits of secret conveyed per bit of shares. To overcome this
limitation Abhishek Parakh and Subhash Kak proposed “Recursive threshold visual
cryptography”.The basic idea behind Recursive threshold visual cryptography is
recursive hiding of smaller secrets in shares of larger secrets with secret
sizes doubling at every step, and thereby increasing the information, every bit
of share conveys to (n-1)/n bit of secret which is nearly 100 percentage.4

2.11
REGION INCREMENTING VISUAL CRYPTOGRAPHY SCHEME

cryptography scheme, one whole image is considered as a single secret and same
encoding rule is applied for all pixels of one image. So it reveals either
entire image or nothing. It may be the situation that different regions in one
image can have different secrecy levels, so we can’t apply same encoding rule
to all pixels. Ran-Zan Wang developed a scheme “Region Incrementing Visual
cryptography” for sharing visual secrets of multiple secrecy level in a single
image. In this scheme, different regions are made of a single image, based

on secrecy level and different
encoding rules are applied to these regions .5

2.12PROGRESSIVEVISUAL
CRYPTOGRAPHY SCHEME

In (k, n) visual secret sharing
scheme, it is not possible to recover the secret image though one less than k
shares are available. This problem is solved in progressive visual cryptography
scheme developed by D. Jin, W. Q. Yan, and M. S. Kankanhalli.

In progressive visual
cryptography scheme, it is not necessary to have at least k shares out of n, as
in (k,

n)
secret
sharing scheme. If more than one share obtained, it starts recovering the
secret image

The quality of recovered image improves, as the number of shares received increases.6

III. CONCLUSION

Providing security to the digital
information shared in day to day life is an important issue in real life. Since
the origin of Visual cryptography, various extensions have been developed to
improve the things, ranging from (2, 2), (k, n) to progressive visual
cryptography models, black and white to color images and random dot like shares
to meaningful shares. Starting from the basic model, many visual cryptographic
techniques have been evolved day by day. These techniques provide security
while sharing information. Thus it helps to prevent the misuse of data and
unauthorized access of information by attackers. Visual cryptography seems to
be still a potentially useful technique.

IV. REFERENCES

1
Suhas B. Bhagate,P.J.Kulkarni “An overview of various Visual
cryptography schemes”, International

Research in Computer and Communication Engineering,Vol. 2, Issue 9, September
2013.

Young-Chang Hou, “Visual
cryptography for color images”,
Journal of Pattern Recognition, Vol.36, pp.1619
– 1629, 2003.

3
cryptography”.In proceedings of
Lecture Notes in computer science,1995.

4
AbhishekParakh and Subhash Kak “A Recursive Threshold Visual
Cryptography Scheme”,CoRR abs/0902.2487,
(2009).

5