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A Semi-quantum Group Signature Scheme Based on Bell States

机译:基于贝尔状态的半量子群签名方案

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In this paper, we propose a group signature scheme based on Bell states, which restricts the group member Alice to transmit the signature message to a fully quantum ability group manager TP through semi-quantum communication, then TP sends the signature message to an outsider verifier Bob to verify the signature. The signature message is sent by TP which can ensure Alice's anonymous in group signature scheme. Besides, the limited Alice is a "classic" user in semi-quantum communication and can only measure, prepare, reorder and send quantum states only in the classical basis {|0>, |1>}, while the quantum TP can perform arbitrary quantum operations. Besides, the "classical" user Alice does not require quantum memory. Finally, the security analysis shows that the scheme can not only resist the repudiation of the signer and denial of the verifier, but also detect the forgery of the attacker, and the efficiency of the scheme is slightly higher than most of the previous signature schemes.
机译:在本文中,我们提出了一种基于贝尔状态的组签名方案,该方案限制组成员爱丽丝通过半量子通信将签名消息发送到全量子能力组管理器TP,然后TP将签名消息发送给外部验证者鲍勃验证签名。签名消息是由TP发送的,TP可以确保Alice在组签名方案中是匿名的。此外,有限的Alice是半量子通信中的“经典”用户,只能在经典基础{| 0>,| 1>}上测量,准备,重新排序和发送量子态,而量子TP可以执行任意量子运算。此外,“经典”用户Alice不需要量子内存。最后,安全性分析表明,该方案不仅可以抵制签名人的拒绝和验证者的拒绝,而且可以检测到攻击者的伪造,并且该方案的效率比大多数以前的签名方案略高。

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