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An Improved Public-key Tracing Scheme with Sublinear Ciphertext Size

机译:一种改进的ublinear密文大小的公钥跟踪方案

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To overcome the piracy problem in digital content distribution systems, a number of traitor tracing schemes have been suggested by researchers. The goal of these schemes is to enable the tracer to identify at least one of the traitors. In this context, Matsushita and Imai (2004) proposed a black-box tracing scheme with sublinear header size that is able to perform tracing of self-defensive pirate decoders. Kiayias and Pehlivanoglu (2009) proved that this scheme is vulnerable to an attack which allows an illicit decoder to recognize normal ciphertext to tracing ones and distinguish two consecutive tracing ciphertexts. For making the scheme no more susceptible to such attack, authors modified the encryption phase and assumed that traitors belong to the same user group. In this paper, we present a solution that has no traitors restrictions, repairing the scheme totally. In particular, we modified the tracing scheme proving that (a) a pirate decoder is not able to recognize normal ciphertext to tracing ones with sufficiently high probability, and (b) the statistical distance between two consecutive tracing operations is negligible under Decision Diffie Hellman assumption.
机译:为了克服在数字内容分发系统的盗版问题,一些叛逆者追踪方案已被研究人员建议。这些计划的目标是使示踪剂来识别叛徒的至少一个。在此背景下,松下和今井(2004)提出了一个黑盒子追踪与次线性头大小方案,该方案是能够进行自我防卫海盗解码器的跟踪。 Kiayias和Pehlivanoglu(2009)证明,这种方案很容易受到攻击,其允许非法解码器正常密文识别到跟踪者和区分两个连续跟踪密文。为了使该方案没有更多的这样的攻击敏感,作者修改了加密阶段,并认为叛徒属于同一个用户组。在本文中,我们提出了一个没有叛徒的限制,完全修复方案的解决方案。特别是,我们修改了追踪方案证明(a)中海盗译码器不能正常密文识别到跟踪者以足够高的概率,和(b)两个连续的跟踪操作之间的统计距离是下决定的Diffie Hellman假设可以忽略不计。

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