A new k out of n secret image sharing scheme in visual cryptography

K. Shankar, P. Eswaran
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引用次数: 49

Abstract

Visual cryptography (VC) is a method for shielding the secret image which encodes the image into many shares and allocates them to various participants. When all shares are aligned and stacked together, they expose the secret image. In k out of n (k, n) VC scheme, the secret image is shared into n shares such that when k or more participants by amassing their transparencies by means of an overhead projector to reveals the secret image. This paper proposed a brand new of simple and robust (k, n) visual cryptography technique which is used to effectively sharing the secret image with utmost confidentiality. In share creation process, specified new condition for random matrices and then XOR operations are performed to generate the `n' transparencies. It is possible to decode the secret image visually by superimposing a k subset of transparencies. Nevertheless no secret data can be acquired from the superposition of an illegal subset. Experiments, statistical and security assessments are carried out on the shares to validate the strength of the proposed scheme by means of a sequence of investigations such as visual testing, encryption quality testing, security analysis and different attacks. The proposed (k, n) VC scheme offers a consistent protection for communicating images over the public channels.
视觉密码学中一种新的k of n秘密图像共享方案
视觉密码学(VC)是一种屏蔽秘密图像的方法,它将图像编码成多个共享,并分配给不同的参与者。当所有的股份排列并堆叠在一起时,它们就暴露了秘密图像。在k / n (k, n) VC方案中,秘密图像被共享为n个共享,这样当k或更多的参与者通过头顶投影仪积聚他们的透明度来显示秘密图像时。本文提出了一种全新的简单鲁棒的(k, n)视觉密码技术,用于有效地共享机密图像并保证最大的保密性。在共享创建过程中,对随机矩阵指定新条件,然后执行异或操作生成“n”透明度。通过叠加k个透明度子集,可以在视觉上解码秘密图像。然而,从非法子集的叠加中无法获得秘密数据。通过视觉测试、加密质量测试、安全分析和不同攻击等一系列调查,对所提方案的有效性进行了实验、统计和安全评估。提出的(k, n) VC方案为公共通道上的图像通信提供了一致的保护。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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