IEEE Aerospace and Electronic Systems Magazine · 2021 · 58 citations · 134 references
ComputingComputer SciencePhysicsCryptographyQuantum ComputingQuantum MechanicsPublic-key CryptographyPublic-key InfrastructureQuantum AlgorithmsQuantum CommunicationQuantum ComputationQuantum CryptographyKey DistributionKey Distribution ProtocolsKey Pre-distributionPost-quantum Cryptographic ProtocolsQuantum ChannelsQuantum Key DistributionQuantum Public-key Cryptography
Quantum technology, and especially quantum computing, is advancing rapidly. Our every-day secure communication infrastructure relies heavily on public key cryptography; unfortunately, many public key schemes are in fact insecure against quantum algorithms. Furthermore, adversaries who, today, capture information encrypted using classical key distribution systems, can wait and, as soon as quantum computers of sufficient power become available, they may decipher all previously captured information. While some new “post-quantum” public key systems are assumed to be secure against quantum computers, this is only an assumption and, even if the assumption remains valid, still results in systems that are less efficient for end-users than the more commonly used public key systems employed today. While the advent of quantum technology may seem detrimental to security, in fact, one may harness the power of quantum through quantum key distribution (QKD) for stronger security guarantees. Such QKD protocols allow two (or more) parties to establish a shared secret key, secure against an all-powerful adversary. Perhaps surprising is that QKD technology is already here both experimentally and commercially. This tutorial serves as an introduction to basic QKD along with QKD technology from a practical perspective. Quantum communication is a highly interdisciplinary field of research and one of the goals of this article is to introduce a larger set of researchers and practitioners to its study in the hopes of furthering its progress and eventual wide-scale adoption.
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<i>Quantum Computation and Quantum Information</i>
Michael A. Nielsen, Isaac L. Chuang, Lov K. Grover · American Journal of Physics · 2002 · 22.7K citations
Quantum cryptography based on Bell’s theorem
Artur Ekert · Physical Review Letters · 1991 · 10.7K citations
Computing, Physics, Cryptography +16
Low-density parity-check codes
Robert G. Gallager · IEEE Transactions on Information Theory · 1962 · 10.6K citations · Full text
Nicolas Gisin, G. Ribordy, Wolfgang Tittel et al. · Reviews of Modern Physics · 2002 · 8.4K citations · Full text
Computing, Physics, Cryptography +11