| B. Huttner, N. Imoto, N. Gisin, T. Mor, "Quantum Cryptography with Coherent States," Phys.Rev.A 51, pp.1863-69 (1995). |
....transparency. Not only will Eve s attack remain undetected by Alice and Bob, but the leaked bits may be ultimately overrepresented in their data: Eve would seek to facilitate the passage to Bob of those bits where her attack was successful, and hinder the passage of those bits where it failed [5]. Alice and Bob can only guard against beamsplitting by making sure the vulnerable multi photon states do not occur too frequently in their transmission. This is achieved by selecting a low value of (typically 0.1) when the transmission employs a coherent light source. The parties pay for ....
....all eavesdropping strategies other than beamsplitting introduce errors into the transmission. Although the errors detected by Alice and Bob may originate from various sources, If Alice and Bob use polarization encoding, Eve can, in principle, learn the value of all bits she successfully splits [5]. To do so, Eve measures only the photon number of the captured object to determine if the split was successful, and delays polarization measurements until after the bases are announced. Conservation of a photon for an extended period of time is itself no simple task, but here, as elsewhere, Eve ....
[Article contains additional citation context not shown here]
B. Huttner, N. Imoto, N. Gisin, T. Mor, "Quantum Cryptography with Coherent States," Phys.Rev.A 51, pp.1863-69 (1995).
.... feedback [37] Bruno Huttner and Asher Peres implement quantum key distribution with (unentangled) pairs of photons [50] Bruno Huttner, Nobuyuki Imoto, Nicolas Gisin and Tal Mor use weak coherent states for the purpose of significantly reducing the information available to the eavesdropper [49]. Mohammad Ardehali describes a system based on Wheeler s delayed choice experiment [1] Hideaki Matsueda uses the modulation of spontaneous photon emissions [56] Lior Goldenberg and Lev Vaidman proposed a quantum cryptographic system based on orthogonal states [42] but this has been criticized ....
Huttner, B., N. Imoto, N. Gisin and T. Mor, "Quantum cryptography with coherent states", Physical Review A, Vol. 51, March 1995, pp. 1863 -- 1869.
No context found.
B. Huttner and N. Imoto and N. Gisin and T. Mor. Quantum cryptography with coherent states. Phys. Rev. A, 51(3):1863-1869, March 1995.
No context found.
Huttner, B. and N. Imoto, N.Gisin, and T. Mor, Quantum cryptography with coherent states, Physical Review A, Vol. 51, N0. 3 (1995), 1863 - 1869.
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