Mayers, D. and L. Salvail, "Quantum oblivious transfer is secure against all individual measurements", Proceedings of the Third Workshop on Physics and Computation --- PhysComp '94, Dallas, November 1994, IEEE Computer Society Press, pp. 69 -- 77. Home/Search Document Not in Database Summary Related Articles Check |
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Cryptology Column - 25 Years of Quantum Cryptography - Brassard, Crépeau (1996) (Correct)
....[52] In addition to the above, we are aware of one claim of unconditional security for BB84 against all possible attacks consistent with quantum mechanics, which is due to Dominic Mayers [58] drawing on work by Andrew C. C. Yao [76] and earlier work of Mayers in collaboration with Salvail [61]. In practice, it is not sufficient to prove the security of quantum key distribution if the proof simply states the existence of a positive constant so that secure key distribution is possible provided the quantum channel has an error rate below in the absence of eavesdropping. An explicit ....
....allowed [25, 26] The vulnerability to photon storage was easy to circumvent if only a secure bit commitment scheme were available. A more robust version of this protocol, capable of dealing with transmission errors on the quantum channel, was subsequently developed [10] Then Mayers and Salvail [61] analysed the security of quantum oblivious transfer against the most general attacks allowed by quantum mechanics, under the sole restriction that the legitimate photons are measured one at a time, and they found that the protocol is secure provided a secure bit commitment is available. Finally ....
Mayers, D. and L. Salvail, "Quantum oblivious transfer is secure against all individual measurements", Proceedings of the Third Workshop on Physics and Computation --- PhysComp '94, Dallas, November 1994, IEEE Computer Society Press, pp. 69 -- 77.
On the Security of the Quantum Oblivious Transfer and Key.. - Mayers (1995) (3 citations) Self-citation (Mayers) (Correct)
....the security of a QKD protocol. 1 Introduction The goal of quantum cryptography is to design cryptographic protocols that are secure against unlimited quantum or classical computational power. At present, the quantum protocols that have been designed are commitment [BC, BCJL] oblivious transfer [Cr87, Cr94, BBCS, MS, Yao], key distribution [BB84, BBBSS, BBBW] and identification [CS] Furthermore, prototypes for implementing some of these protocols have been built [BBBSS, MT, To94, TRT1, TRT2] However, the full security of some of these protocols has not yet been proved. One of the difficulties in providing a full ....
D. Mayers and L. Salvail, Quantum Oblivious Transfer is Secure Against All Individual Measurements, Proceedings of the workshop on Physics and Computation, PhysComp '94, Dallas, Nov 1994, pp. 69 -- 77.
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