重论带时限密钥的群签名:一个新的模型和高效的构造

K. Emura, Takuya Hayashi, Ai Ishida
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引用次数: 9

摘要

Chu等人(ASIACCS 2012)提出了带有时限密钥(GS-TBK)的群签名,其中每个签名密钥与一个到期时间τ相关联。除了证明该组的成员资格外,签名者还需要证明过期时间没有过去,即t<τ,其中t为当前时间。超过到期时间的签名者将被自动撤销,这种撤销称为自然撤销。同时,由于凭证泄露,签名者可以在到期时间之前被撤销。这种撤销被称为过早撤销。Chu等人提议的一个很好的特性是,与验证者-本地撤销(VLR)组签名方案相比,撤销列表的大小可以减少,假设自然撤销占了实践中大多数签名者的撤销,而过早撤销的签名者只是一小部分。在本文中,我们指出Chu等人的可追溯性定义没有捕获签名密钥到期时间的不可伪造性,这保证了任何拥有与到期时间τ相关联的签名密钥的对手都无法在τ经过后计算出有效签名。我们引入了一个捕获不可伪造性的安全模型,并提出了一个在新模型下安全的GS-TBK方案。我们的方案还提供恒定的签名成本,而之前的方案的签名成本取决于时间表示的位长度。最后给出了实现结果,表明该方案在实际应用中是可行的。
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Group Signatures with Time-bound Keys Revisited: A New Model and an Efficient Construction
Chu et al. (ASIACCS 2012) proposed group signature with time-bound keys (GS-TBK) where each signing key is associated to an expiry time τ. In addition to prove the membership of the group, a signer needs to prove that the expiry time has not passed, i.e., t<τ where t is the current time. A signer whose expiry time has passed is automatically revoked, and this revocation is called natural revocation. Simultaneously, signers can be revoked before their expiry times have passed due to the compromise of the credential. This revocation is called premature revocation. A nice property of the Chu et al. proposal is that the size of revocation lists can be reduced compared to those of Verifier-Local Revocation (VLR) group signature schemes, by assuming that natural revocation accounts for most of signer revocations in practice, and prematurely revoked signers are only a small fraction. In this paper, we point out that the definition of traceability of Chu et al. did not capture unforgeability of expiry time of signing keys which guarantees that no adversary who has a signing key associated to an expiry time τ can compute a valid signature after τ has passed. We introduce a security model that captures unforgeability, and propose a GS-TBK scheme secure in the new model. Our scheme also provides the constant signing costs whereas those of the previous schemes depend on the bit-length of the time representation. Finally, we give implementation results, and show that our scheme is feasible in practical settings.
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