Challenges
Datasets
Workspaces
Papers
Discussions
Leaderboard
Log inSign up
Challenges
Datasets
Workspaces
Papers
Discussions
Leaderboard
Blog
Job Board
Q3AS

© 2026 Aqora Quantum S.A.S.

TermsPrivacyLegal Notice

International Journal of Theoretical Physics

A Secure Quantum Voting Scheme Based on Orthogonal Product States

Gang Du, Bao-Min Zhou, Chunguang Ma, Shuang Zhang, Juyan Li

Published Apr 1, 2021• 6 citations
Publisher
DOI
10.1007/s10773-021-04763-7

Related papers

Quantum Voting Scheme Based on Locally Indistinguishable Orthogonal Product States

Dong‐Huan Jiang, Juan Wang, Xiang-Qian Liang +2 more

International Journal of Theoretical Physics•Nov 28, 2019•51 citations

An Elaborate Secure Quantum Voting Scheme

Jia-Lei Zhang, Shu-Cui Xie, Jianzhong Zhang

International Journal of Theoretical Physics•Jul 12, 2017•27 citations

A Secure Quantum Voting Scheme Based on Quantum Group Blind Signature

Zhang Xiao, Jian-Zhong Zhang, Shu-Cui Xie

International Journal of Theoretical Physics•Dec 19, 2019•19 citations

A Secure Voting Scheme Based on Quantum Walk

Bai Liu, Kuikui Guo, Pengda Zhu +1 more

Lecture notes in computer science•Jan 1, 2024•0 citations

Quantum designated multi-verifier signature scheme based on orthogonal product states

Xufeng Li, Guang‐Bao Xu, Dong‐Huan Jiang

Quantum Designated Multi-Verifier Signature (QDMVS) schemes can be applied in many scenes, such as e-voting and electronic bidding. Based on locally indistinguishable orthogonal product states, a novel QDMVS scheme without any third party is proposed. The scheme avoids the use of difficult-to-prepare entangled states such as Bell states and GHZ states, eliminates the use of quantum one-way functions, significantly simplifies the signature verification process. In this scheme, there are n designated verifiers and the integrity of the signature is collectively ensured by these n verifiers. If any verifier makes an error during the signing process, the signature cannot be completed successfully. The identities of the participants are used as the public keys of the signature, which can prevent them from denying their actions. We have proven the correctness of the scheme, and the security analysis shows that the scheme can resist various malicious attacks, and it possesses sufficient security and effectiveness.

Modern Physics Letters A•Aug 11, 2025•0 citations

Novel quantum group signature scheme based on orthogonal product states

Dong‐Huan Jiang, Fei Yuan, Guang‐Bao Xu

In this paper, we present a quantum group signature (QGS) scheme based on orthogonal product states (OPSs) that cannot be perfectly distinguished by local operations and classical communication. Our scheme has all the properties of QGS, including unforgeability, undeniability, traceability, verifiability and anonymity. These properties can guarantee the security of the scheme. More importantly, different particles of a product state that comes from a nonlocal set are transmitted separately, thus the information that is encoded in the product state will not be leaked. Security and efficiency analysis of the scheme show that our scheme is secure and efficient.

Modern Physics Letters B•Jul 23, 2021•11 citations
Quantum Designated Multi-Verifier Signature (QDMVS) schemes can be applied in many scenes, such as e-voting and electronic bidding. Based on locally indistinguishable orthogonal product states, a novel QDMVS scheme without any third party is proposed. The scheme avoids the use of difficult-to-prepare entangled states such as Bell states and GHZ states, eliminates the use of quantum one-way functions, significantly simplifies the signature verification process. In this scheme, there are n designated verifiers and the integrity of the signature is collectively ensured by these n verifiers. If any verifier makes an error during the signing process, the signature cannot be completed successfully. The identities of the participants are used as the public keys of the signature, which can prevent them from denying their actions. We have proven the correctness of the scheme, and the security analysis shows that the scheme can resist various malicious attacks, and it possesses sufficient security and effectiveness.
In this paper, we present a quantum group signature (QGS) scheme based on orthogonal product states (OPSs) that cannot be perfectly distinguished by local operations and classical communication. Our scheme has all the properties of QGS, including unforgeability, undeniability, traceability, verifiability and anonymity. These properties can guarantee the security of the scheme. More importantly, different particles of a product state that comes from a nonlocal set are transmitted separately, thus the information that is encoded in the product state will not be leaked. Security and efficiency analysis of the scheme show that our scheme is secure and efficient.