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一种抗共谋的非对称公钥叛逆者追踪方案
A Collusion-resistant Asymmetric Public-key Traitor Tracing Scheme
【摘要】 将会话密钥S分解成S1与S2之和。在大整数分解困难问题的条件下,构造特殊多项式函数来解密S1(方案1)。在离散对数困难问题的条件下,利用中国剩余定理来解密S2(方案2)。在两种方案组合的基础上形成一种新的叛逆者追踪方案。新方案兼有前两种方案的共同优点,同时弥补了它们各自的不足。新方案具有抗共谋性、非对称性、用户密钥的耐用性、黑盒子追踪等优越特性。
【Abstract】 The session key S is divided into a sum of S1 and S2. Under the condition of large integer factoring problem, S1 is decrypted by constructing a special polynomial function(scheme 1). Under the condition of discrete logarithm problem, S2 is decrypted by Chinese Remainder Theorem(scheme 2).On the basis of a combination of the scheme 1 and scheme 2, a new traitor tracing scheme is formed, which has both advantages of them, meanwhile overcomes their disadvantages. It has many advantages such as collusion-resistance, asymmetry, long-lived subscriber’s key, and black-box tracing.
【Key words】 Collusion-resistance; Asymmetric; Long-lived subscriber’s key; Black-box tracing;
- 【文献出处】 计算机科学 ,Computer Science , 编辑部邮箱 ,2006年08期
- 【分类号】TN918.6
- 【被引频次】7
- 【下载频次】78