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Network Coding Signature Schemes Against Related-Key Attacks in the Random Oracle Model

机译:随机Oracle模型中针对相关密钥攻击的网络编码签名方案

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In this paper, we consider the related-key attack (RKA) on the network coding signature (NCS) scheme, which is widely used to protect network coding against pollution attacks. In particular, based on the original security model proposed by Boneh et al. in PKC 2009, we first give the definition of RKA security for general NCS schemes. Then, by presenting a concrete pollution attack on the random-model (RO) based NCS scheme of Boneh et al., we prove that their scheme is not RKA secure in a "weaker" sense (w.r.t. linear functions). Lastly, we show that a slight modification of it yields a "stronger" RKA secure (w.r.t. d-order polynomial functions) NCS scheme under the d-co-computational Diffie-Hellman (d-co-CDH) assumption of bilinear groups.
机译:在本文中,我们考虑了针对网络编码签名(NCS)方案的相关密钥攻击(RKA),该方案广泛用于保护网络编码免受污染攻击。特别是,基于Boneh等人提出的原始安全模型。在PKC 2009中,我们首先给出了针对常规NCS方案的RKA安全性的定义。然后,通过对Boneh等人的基于随机模型(RO)的NCS方案提出具体的污染攻击,我们证明了它们的方案在“较弱”意义上(w.r.t.线性函数)不是RKA安全的。最后,我们表明,在双线性组的d-联合计算Diffie-Hellman(d-co-CDH)假设下,对其进行稍加修改就会产生“更强的” RKA安全(W.r.t. d阶多项式函数)NCS方案。

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