March 31-April 2, 2025 · Nara, Japan.
http://www.ieee-qcnc.org/2025Track Chairs:
Martin Vicente, Universidad Politécnica de Madrid, Spain
Momtchil Peev, Huawei Technologies Duesseldorf GmbH, Germany
Omar Amer, JP Morgan, USA
The emergence of quantum technologies presents unprecedented opportunities alongside challenges in establishing adequate security measures. A well-known algorithm for quantum computing by Peter Shor is known to break all primitives that are widely used in present implementations of public key cryptography. As a reaction, a number of alternative public key primitives that are Shor-resistant, and widely known as Post Quantum Cryptography (PQC), have been proposed and recently standardized by NIST. This is a relatively quick fix to the “quantum threat” (posed by the mentioned Shor algorithm or yet unknown quantum computing capabilities), albeit a one of uncertain longevity. Simultaneously and independently, a novel method to distribute symmetric keys based on the principles of quantum mechanics, known as Quantum Key Distribution (QKD) has been developed from early protocols and experimental realizations to modern prototypes, products and sophisticated network testbeds. It comes with the (protocol level) promise of security that is unbreakable by any technological development, but suffers from a number of weaknesses. The major one is a limited distribution distance using currently available technology (in the absence of powerful but not yet realized quantum repeaters). Further Quantum Communication based security primitives, albeit on a lower security level, have been less extensively explored. The latter, together with QKD, comprise what is known to be Quantum Cryptography. PQC and the more long-term oriented Quantum Cryptography are the novel approaches of quantum-safe technologies that are at the basis of the Towards the Security in the Quantum Age track. This track will study the latest advances of QKD, QKD Networks, Quantum Cryptography at large and PQC, their development, maturity and practical realizability. Furthermore, we encourage interdisciplinary approaches that integrate pure and hybrid solutions of this type in various domains. Topics of interest include, but are not limited to:
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