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When quantum communication networks proliferate they will likely be subject to a new type of attack by hackers, virus makers, and other malicious intruders. Here we introduce the concept of “quantum malware” to describe such human-made intrusions. We offer a simple solution for storage of quantum information in a manner, which protects quantum networks from quantum malware. This solution involves swapping the quantum information at random times between the network and isolated, distributed ancillas. It applies to arbitrary attack types, provided the protective operations are themselves not compromised. 相似文献
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We derive a general expression for the conductivity of a disordered conductor with electron–electron interactions (treated within the standard model) and evaluate the weak localization correction
wl
employing no approximations beyond the accuracy of the definition of
wl
. Our analysis applies to all orders in the interaction and extends our previous calculation by explicitly taking into account quantum fluctuations around the classical paths for interacting electrons (pre-exponent). We specifically address the most interesting low temperature limit and demonstrate that such fluctuations can only be important in the perturbative regime of short times while they are practically irrelevant for the Cooperon dynamics at longer times. We fully confirm our conclusion about the existence of interaction-induced decoherence of electrons at zero temperature for the problem in question. We also demonstrate irrelevance of a perturbative calculation by Aleiner et al. (AAV) [J. Low Temp. Phys.
126, 1377 (2002)] and refute AAV's critique of our earlier analysis. 相似文献
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We have examined both single and entangled two-mode multiphoton coherent states and shown how the ‘Janus-faced’ properties between two partner states are mirrored in appropriate tomograms. Entropic squeezing, quadrature squeezing and higher-order squeezing properties for a wide range of nonclassical states are estimated directly from tomograms. We have demonstrated how squeezing properties of two-mode entangled states produced at the output port of a quantum beamsplitter are sensitive to the relative phase between the reflected and transmitted fields. This feature allows for the possibility of tuning the relative phase to enhance squeezing properties of the state. Finally, we have examined the manner in which decoherence affects squeezing and the changes in the optical tomogram of the state due to interaction with the environment. 相似文献
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Masashi Ban 《Journal of Modern Optics》2017,64(1):81-92
A transient linear response to a phase modulating field is studied for a two-level system which is placed under the influence of a surrounding environment. Both initial correlation and detuning between a two-level system and environment are taken into account. An exact expression of the transient linear response function is derived when the whole system contains no more than single excitation. If the reduced time evolution is non-Markovian, the transient response strongly depends on initial correlation, detuning and initial coherence. The detuning and initial coherence are more important than the initial correlation in the transversal response while the detuning and the initial correlation become significant in the longitudinal response. In particular, it is found that the longitudinal response is greatly enhanced and its decay becomes sufficiently slow under certain conditions. 相似文献
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Yuan Wang 《Journal of Modern Optics》2013,60(6):571-578
We investigate the effects of quantum decoherence generated by the Unruh effect in non-inertial frames under an amplitude damping channel and a phase damping channel, respectively, when the Unruh single particle has right and left components. We not only consider the influence of acceleration on entanglement, but also consider the influence of different rates between right and left components of the Unruh single-particle state on entanglement. We find that when the Unruh single-particle state has right and left components, i.e. |1?U?=?q L|0?I|1?II?+?q R|1?I|0?II, |q R|2?+?|q L|2?=?1, with q L?≠?0, there appears the sudden death of entanglement, which occurs earlier under both the amplitude damping channel and the phase damping channel with the increase of acceleration than that when the Unruh single-particle state only has a right component (q R?=?1, q L?=?0). We also find that the initial entanglement decreases with decrease of q R from 1 to 1/21/2. 相似文献
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In this paper, we study the decoherence and entanglement properties for the two-site Bose–Hubbard model in the presence of a non-linear damping. We apply the techniques of thermo field dynamics and then use Hartree-Fock approximation to solve the corresponding master equation. The expectation values of the approximated field operators appearing in the solution of master equation are computed self-consistently. We solve this master equation for a small time t so that we get the analytical solution, thereby we compute the decoherence and entanglement properties of the solution of the two-mode bosonic system. We have found that for a small initial time t, the entanglement of the system increases but at the same time the system decoheres exponentially. 相似文献
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