Raphaël Aymeric

Quantum key distribution (QKD) contrasts with classical cryptographic methods because it provides information-theoretical security on the distilled key. In some security demanding contexts, the perfect confidentiality that can be obtained with QKD combined with One-Time-Pad, may be insufficient. This will be in particular the case if the mere existence of communication can divulge crucial information. Performing QKD covertly solves this by insuring low probability of detection for the QKD signal states. We study here for the first time Covert continuous variable (CV) QKD. We establish, in the general case of a thermal noise channel, that the covertness conditions impose drastic limits to the performance of such protocols. We then propose an original solution to overcome this limitation by performing a computationally-secure coherent block encoding, analogous to spread spectrum, to the signal pulses of a Gaussian modulated coherent state CV-QKD protocol. The resulting protocol provides covertness, under computational assumptions while preserving the information-theoretical security on the final QKD key. We show that our method enables QKD over realistic WDM environments such as a 30 km optical backbone populated by 25 standard channels.