Communications of the ACM
Quantum direct communication with mutual authentication
Quantum Information & Computation
Probabilistic quantum key distribution
Quantum Information & Computation
Cryptanalysis of dynamic quantum secret sharing
Quantum Information Processing
Expansible quantum secret sharing network
Quantum Information Processing
Quantum simultaneous secret distribution with dense coding by using cluster states
Quantum Information Processing
Comment on "Dynamic quantum secret sharing"
Quantum Information Processing
A multiparty error-correcting method for quantum secret sharing
Quantum Information Processing
One-insider attack of quantum secret sharing protocol with collective eavesdropping-check
Quantum Information Processing
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Based on the entanglement swapping of EPR pairs, a dynamic quantum secret sharing (QSS) scheme is proposed. The scheme has the following dynamic properties. Without modifying the secret shares of old agents, (1) an agent can join or leave the QSS; (2) two QSSs (m parties in the first QSS and n parties in the second QSS) can be integrated into an (m + n)-party QSS. Compared with the existing QSS schemes, the proposed dynamic QSS is more flexible in practical applications.