Communications of the ACM
Sharing a quantum secret without a trusted party
Quantum Information Processing
Asymmetric multi-party quantum state sharing of an arbitrary m-qubit state
Quantum Information Processing
Multi-party quantum state sharing of an arbitrary two-qubit state with Bell states
Quantum Information Processing
Quantum Information Processing
Quantum Information Processing
Single qubit quantum secret sharing with improved security
Quantum Information & Computation
Quantum state sharing of an arbitrary four-qubit GHZ-type state by using a four-qubit cluster state
Quantum Information Processing
Multiparty quantum secret sharing with the pure entangled two-photon states
Quantum Information Processing
Quantum Information Processing
Quantum Information Processing
Quantum simultaneous secret distribution with dense coding by using cluster states
Quantum Information Processing
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A deterministic multiparty quantum secret sharing scheme is put forward, in which Bell states in high-dimensional Hilbert space are used. Only by preforming High-dimensional Bell measurements, all agents can recover the secret according to the dealer's announcement when collaborating with each other. It shows that unitary operation for encoding deterministic secret is unnecessary in quantum communication. The security of the transmission of the high-dimensional Bell states can be ensured by randomly using one of the two mutually unbiased bases for eavesdropping checking, and thus by which the proposed quantum secret sharing scheme is secure against usual attacks. In addition, the proposed scheme has three advantages: generality, high resource capacity and high security.