A Semi-Quantum Secret-Sharing Protocol with a High Channel Capacity

Semi-quantum cryptography communication stipulates that the quantum user has complete quantum capabilities, and the classical user has limited quantum capabilities, only being able to perform the following operations: (1) measuring and preparing qubits with a Z basis and (2) returning qubits without any processing. Secret sharing requires participants to work together to obtain complete secret information, which ensures the security of the secret information. In the semi-quantum secret sharing (SQSS) protocol, the quantum user Alice divides the secret information into two parts and gives them to two classical participants. Only when they cooperate can they obtain Alice's original secret information. The quantum states with multiple degrees of freedom (DoFs) are defined as hyper-entangled states. Based on the hyper-entangled single-photon states, an efficient SQSS protocol is proposed. The security analysis proves that the protocol can effectively resist well-known attacks. Compared with the existing protocols, this protocol uses hyper-entangled states to expand the channel capacity. The transmission efficiency is 100% higher than that of single-degree-of-freedom (DoF) single-photon states, providing an innovative scheme for the design of the SQSS protocol in quantum communication networks. This research also provides a theoretical basis for the practical application of semi-quantum cryptography communication.

Automated summary

Semi-quantum cryptography communication allows quantum users to have complete quantum capabilities while classical users have limited quantum capabilities. Secret sharing is achieved by dividing secret information and requiring cooperation among participants. A novel and efficient semi-quantum secret sharing (SQSS) protocol is proposed based on hyper-entangled states, which expands the channel capacity and improves transmission efficiency. Security analysis shows that the protocol can effectively resist known attacks, providing a theoretical basis for practical applications of semi-quantum cryptography communication.