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Visual Cryptography and Random Grids Schemes

机译:视觉加密和随机网格方案

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摘要

Visual Cryptography (VC) and Random Grids (RG) are both visual secret sharing (VSS) techniques, which decode the secret by stacking some authorized shares. It is claimed that RG scheme benefits more than VC scheme in terms of removing the problems of pixel expansion, tailor-made codebook design, and aspect ratio change. However, we find that the encryption rules of RGS are actually the matrices sets of probabilistic VCS. The transformation from RGS to PVCS is proved and shown by means of giving theoretical analysis and conducting some specific schemes. The relationship between codebook and computational complexity are analyzed for PVCS and RGS. Furthermore, the contrast of PVCS is no less than the one of RGS under the same access structure, which is shown by experimental results.
机译:可视密码术(VC)和随机网格(RG)都是可视化秘密共享(VSS)技术,通过堆叠一些授权共享来解码秘密。要求RG方案在消除像素扩展,量身定制的码本设计和纵横比变化的问题方面有利于VC方案。但是,我们发现RGS的加密规则实际上是概率VCS的矩阵集。通过提供理论分析和进行一些具体方案,证明了从RGS到PVC的转换和所示。分析了码本和计算复杂性之间的关系,用于PVC和RG。此外,PVC的对比度不小于同一访问结构下的RG中的一个,这通过实验结果示出。

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