Progressive secret image sharing based on Boolean operations and polynomial interpolations

IF 4.3 3区 材料科学 Q1 ENGINEERING, ELECTRICAL & ELECTRONIC
Hao Chen, Lizhi Xiong, Ching-Nung Yang
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引用次数: 0

Abstract

With the expansion of network bandwidth and the rise of social networks, image sharing on open networks has become a trend. The ensuing privacy leakage events have aroused widespread concerns. Therefore, image sharing that protects privacy is desired. Progressive Secret Image Sharing (PSIS), a multilevel privacy protection technology for images, offers a promising solution. However, the progressivity of the majority of PSIS schemes depends on the preprocessing of a secret image, which increases the calculation costs. In addition, a block-based PSIS may have information leakage security risks when processing highly confidential images. Many existing PSIS schemes use a single operation to share secret images, which makes the schemes inflexible and limits the application scenarios. Therefore, we propose a PSIS based on Boolean operations and Polynomial interpolations (PSIS-BP). The proposed scheme divides the bit-plane of the pixel into two parts. One part is utilized to perform the Boolean operation, and the other part is used to perform the polynomial interpolation. Different assignment strategies can produce different progressive reconstruction levels and expand the application scenarios of the scheme. Theoretical analyses and experimental results demonstrate that the proposed scheme is secure, low-cost, and flexible.

Abstract Image

基于布尔运算和多项式插值的渐进式秘密图像共享
随着网络带宽的扩大和社交网络的兴起,在开放网络上共享图片已成为一种趋势。随之而来的隐私泄露事件引起了广泛关注。因此,保护隐私的图像共享是人们所渴求的。渐进式秘密图像共享(PSIS)作为一种多层次的图像隐私保护技术,提供了一种很有前景的解决方案。然而,大多数 PSIS 方案的渐进性取决于对秘密图像的预处理,这增加了计算成本。此外,在处理高度机密图像时,基于块的 PSIS 可能存在信息泄露的安全风险。许多现有的 PSIS 方案使用单一操作来共享秘密图像,这使得方案缺乏灵活性,限制了应用场景。因此,我们提出了一种基于布尔运算和多项式插值的 PSIS(PSIS-BP)。该方案将像素的位平面分为两部分。一部分用于执行布尔运算,另一部分用于执行多项式插值。不同的分配策略可以产生不同的渐进重建水平,从而扩展了该方案的应用范围。理论分析和实验结果表明,所提方案安全、低成本、灵活。
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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来源期刊
CiteScore
7.20
自引率
4.30%
发文量
567
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