How to Share a Quantum Secret

Cleve, Richard, Gottesman, Daniel, Lo, Hoi-Kwong·1999·Physical Review Letters
DOI 10.1103/physrevlett.83.648

Cited by (1,000)

Items 401–500 of 1,000

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  14. A quantum secret-sharing protocol with fairness
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  27. Expansible quantum secret sharing network
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  28. Simultaneous dense coding
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  29. Multipartite Quantum Key Agreement Over Collective Noise Channels
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  30. Quantum Multi-proxy Blind Signature Scheme Based on Four-Qubit Cluster States
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  31. Economical (k,m) -threshold controlled quantum teleportation
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  34. Generalized Multiparty Quantum Single-Qutrit-State Sharing
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  36. Multiparty Semi-Quantum Secret Sharing with d-Level Single-Particle States
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  39. Introduction to Quantum Cryptography
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  40. Simple schemes for quantum information processing with W-type entanglement
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  42. Secure Quantum Dialogue Protocol Based On Four-Qubit Cluster State
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  43. A Quantum Cipher with Near Optimal Key-Recycling
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  48. Information Security and Quantum Mechanics: Security of Quantum Protocols
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  61. Quantum Private Comparison Protocol with Five-Particle Cluster States
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  66. Dynamic quantum secret sharing between multiparty and multiparty based on single photons
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  67. Quantum Steganography Embedded Any Secret Text without Changing the Content of Cover Data
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  68. Quantum deniable authentication protocol
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  69. Fault tolerant quantum secret sharing against collective-amplitude-damping noise
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  70. Multiparty quantum secret sharing with the pure entangled two-photon states
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  71. Shared quantum control via sharing operation on remote single qutrit
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  72. A Novel Quantum Visual Secret Sharing Scheme
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  77. One-step generation of multiatom Greenberger–Horne–Zeilinger states in separate cavities via adiabatic passage
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  78. Precursors, gauge invariance, and quantum error correction in AdS/CFT
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  80. Multi-Party Semi-Quantum Key Agreement Protocol Based on the Four-Qubit Cluster States
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  81. Schemes for Splitting Quantum Information via Tripartite Entangled States
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  82. Remote Preparation of an Arbitrary Two-Qubit State with Three-Party
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  83. QUANTUM STATE SHARING VIA THE GHZ STATE IN CAVITY QED WITHOUT JOINT MEASUREMENT
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  84. Two-Party secret key distribution via a modified quantum secret sharing protocol
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  86. High-efficient quantum secret sharing based on the Chinese remainder theorem via the orbital angular momentum entanglement analysis
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  87. Joint Remote Preparation of an Arbitrary Five-Qubit Brown State
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  88. A Generalized Information Theoretical Model for Quantum Secret Sharing
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  89. A Quantum Interpretation of Bunched Logic & Quantum Separation Logic
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