量子代理多重盲签名协议设计与分析
[Abstract]:As an important branch of cryptography, digital signature has been widely used to provide secure electronic communication. Digital signature has the characteristics of identity authentication, undeniable data integrity and so on, which is suitable for solving the security problems of some tasks, such as secure payment in electronic trading system, secure signing of electronic contract and so on. Nowadays, most of the digital signature schemes are based on public key cryptography, and their security is based on the computational complexity of some mathematical problems, such as discrete logarithm, large integer prime decomposition and so on. With the continuous improvement of computer computing power, especially the proposed quantum computer, all digital signature schemes based on computational complexity will become insecure. Therefore, the security of digital signature can no longer depend on the mathematical problem, but should provide information theory security for digital signature. Different from the traditional digital signature, quantum signature is a new signature scheme which uses quantum physics to realize the idea of digital signature. Its security is guaranteed by the basic principles of quantum mechanics, which have been proved to be unconditional security. Therefore, quantum signature has received more and more attention and favor. In view of the fact that the existing quantum proxy blind signature protocols can only implement proxy single signature, this paper mainly studies and explores the design and security of quantum proxy multiple blind signature protocols. According to the characteristics of quantum entanglement and quantum teletransfer, two quantum proxy multiple blind signature protocols are proposed, and the security and efficiency of the protocols are analyzed in detail. The main research results are as follows: (1) A publicly authenticated quantum proxy multiple blind signature protocol is proposed. Based on GHz state, the scheme uses the principle of secret sharing to realize the authorization of multiple original signatories to proxy signatories, and combines the classical coding method to realize the signature and verification of quantum bit strings. Because the signature is generated without the key of the verifier, any verifier can verify the validity of the signature according to the characteristics of quantum one-way function and unitary operation, which makes the application scenario of the protocol more extensive. The security of the protocol is based on unconditionally secure quantum key distribution protocol and one secret algorithm at a time. (2) A proxy multiple blind signature protocol based on quantum teletransmission is proposed. In this scheme, the phase rotation operation is introduced, which skillfully realizes the multiple purpose of proxy signer agent, and ensures that the operation complexity of proxy signer is independent of the number of original signatories. The protocol sends two particles in the Bell state to the original signer and the verifier respectively. The original signer applies a phase rotation local operation to the particle according to the subkey, and sends the particle sequence to the proxy signer after the operation is completed. According to the authorization certificate of the original signer, the proxy signer applies inverse recombination operation to restore Bell state to the particle sequence, and performs joint measurement of the particle and the particle in the order to be signed on the Bell basis. According to the signature, the verifier applies the corresponding unitary operation to another particle in Bell state to generate the sequence to be verified. Compared with the sequence to be signed, the verifier determines whether the signature is valid according to the comparison results. The protocol has high security and relatively simple technical requirements. The analysis shows that in terms of security, the two schemes can meet the undeniable, non-forgery and blindness of signature, and the efficiency of the two schemes is relatively higher than that of the existing schemes.
【学位授予单位】:安徽大学
【学位级别】:硕士
【学位授予年份】:2017
【分类号】:TN918.91
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