Secret images sharing scheme using two-variable one-way functions

T. Alexandrova, Yoshiaki Suzuki, K. Okubo, N. Tagawa
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引用次数: 4

Abstract

In this paper a method for realizing (t, n) secret images sharing scheme has been proposed. The proposed algorithm for secret images sharing is realized by applying multi-secret sharing schemes based on two-variable one-way functions and Shamir's secret sharing schemes. In the proposed scheme participants only need to pool their pseudo-shares instead of disclosing their secret shares when recovering secret images. Thus, each participant can share many secret images by holding only one secret share. Moreover, the size of each share does not depend on the size of the secret image and this is an important property for the further process of the image shares. The proposed method is a multi-use scheme that can be used in different secret sharing sessions without redistributing participants' secret shares. Compared with other image secret sharing techniques another main advantage of the proposed method is that it does not generate share images which are difficult to manage.
使用双变量单向函数的秘密图像共享方案
本文提出了一种实现(t, n)秘密图像共享方案的方法。该算法采用基于双变量单向函数的多秘密共享方案和Shamir秘密共享方案实现秘密图像共享。在该方案中,在恢复秘密图像时,参与者只需要汇集他们的伪份额,而不需要公开他们的秘密份额。这样,每个参与者只需持有一个秘密共享,就可以共享多个秘密图像。此外,每个共享的大小不依赖于秘密图像的大小,这是对图像共享的进一步处理的重要属性。该方法是一种多用途方案,可以在不同的秘密共享会话中使用,而不需要重新分配参与者的秘密共享。与其他图像秘密共享技术相比,该方法的另一个主要优点是不会产生难以管理的共享图像。
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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