Device-independent quantum key distribution based on measurement inputs
Ramij Rahaman, Matthew G. Parker, Piotr Mironowicz, Marcin, Paw{\l}owski

TL;DR
This paper introduces a novel device-independent quantum key distribution protocol that uses measurement settings for key bits, employs multiple Bell inequality violations for security, and remains secure under biased randomness and memory attacks.
Contribution
It presents a new QKD protocol based on measurement settings rather than measurement results, enhancing security against biased randomness and memory attacks, with proven robustness and explicit example.
Findings
Protocol remains secure with biased randomness sources.
Security is proven using semi-definite programming methods.
Rejecting some data can paradoxically increase key rate.
Abstract
We provide an analysis of a new family of device independent quantum key distribution (QKD) protocols with several novel features: (a) The bits used for the secret key do not come from the results of the measurements on an entangled state but from the choices of settings; (b) Instead of a single security parameter (a violation of some Bell inequality) a set of them is used to estimate the level of trust in the secrecy of the key. The main advantage of these protocols is a smaller vulnerability to imperfect random number generators made possible by feature (a). We prove the security and the robustness of such protocols. We show that using our method it is possible to construct a QKD protocol which retains its security even if the source of randomness used by communicating parties is strongly biased. As a proof of principle, an explicit example of a protocol based on the Hardy's paradox…
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