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A novel (k_1,k_2,n)-threshold two-in-one secret image sharing scheme for multiple secrets

机译:用于多个秘密的新型(k_1,k_2,n)-Threshold两种秘密图像共享方案

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摘要

A two-in-one secret image sharing scheme (TiOSISS) is the combination of two different secret image sharing schemes (SISSs), which has advantages of both schemes, such as the simple stacking-to-see property and precise recovery with computing devices available. Since most of current TiOSISSs depend on steganography techniques, it results in several drawbacks, such as large pixel expansion and poor visual quality with shares stacking. Besides, researchers ignore the independence between two different SISSs, that is, both SISSs should deal with irrelevant secret images with different thresholds. By controlling the randomness of the sharing phase according to constraints from both SISSs, we combine polynomial-based SISS (PSISS) and random-grid-based visual cryptography scheme (RGVCS) together, and propose an ideal (k(1),k(2), n)-threshold TiOSISS for multiple secrets. The proposed TiOSISS not only overcomes drawbacks above, but also has high scalability to improve its performances by utilizing different RGVCSs. Sufficient analyses and experiments are provided to verify its security and effectiveness.
机译:双向秘密图像共享方案(Tiosiss)是两种不同的秘密图像共享方案(SISSS)的组合,其具有两个方案的优点,例如简单的堆叠到查看属性和使用计算设备的精确恢复可用的。由于大多数目前的终端取决于隐写术技术,因此它导致几个缺点,例如大的像素膨胀和具有股份堆叠的差的视觉质量。此外,研究人员忽略了两种不同的SISS之间的独立性,即SISS应该处理具有不同阈值的无关秘密图像。通过根据SISS的约束来控制共享阶段的随机性,我们将基于多项式的SISS(PSISS)和随机电网的视觉加密方案(RGVCS)组合在一起,并提出理想(K(1),K( 2),n) - 用于多个秘密的终点。拟议的Tiosiss不仅克服了上述缺点,而且还具有通过利用不同的RGCS来改善其性能的高可扩展性。提供了充分的分析和实验以验证其安全性和有效性。

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