Trending Post-Quantum, PQC Posts

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    • Post-Quantum D-Wave Dilution Refrigerator Quantum Annealer

      Adiabatic Quantum Computing (AQC) and Impact on Cyber

      Adiabatic Quantum Computing (AQC), and its variant Quantum Annealing, are another model for quantum computation. It's a specialized subset of quantum computing focused on solving optimization problems by finding the minimum (or maximum) of a given function over a set of possible solutions. For problems that can be presented as optimization problems, such as 3-SAT problem, quantum database search problem, and yes, the factoring problem…

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    • Post-Quantum CRQC Readiness Benchmark Proposal

      CRQC Readiness Index Proposal

      This proposal outlines a composite, vendor‑neutral “CRQC Readiness” indicator. It intentionally avoids one‑number vanity metrics (like only counting qubits) and instead triangulates from three ingredients that actually matter for breaking today’s crypto: usable (logical) qubits, error‑tolerant algorithm depth, and sustained error‑corrected operations per second.

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    • Post-Quantum Entanglement-Based QKD

      Entanglement-Based QKD Protocols: E91 and BBM92

      While prepare-and-measure QKD currently leads the market due to simplicity and higher key rates, entanglement-based QKD protocols like E91 and BBM92 are at the heart of next-generation quantum communications. Ongoing improvements in photonic technology are steadily closing the gap in performance. The additional security guarantees (e.g., tolerance of untrusted devices) and network capabilities (multi-user, untrusted relay) provided by entanglement make it a very attractive approach…

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    • Post-Quantum QKD BB84

      Quantum Key Distribution (QKD) and the BB84 Protocol

      Quantum Key Distribution (QKD) represents a radical advancement in secure communication, utilizing principles from quantum mechanics to distribute cryptographic keys with guaranteed security.Unlike classical encryption, whose security often relies on the computational difficulty of certain mathematical problems, QKD's security is based on the laws of physics, which are, as far as we know, unbreakable.

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    • Post-Quantum Quantum Computing Security

      The Quantum Computing Threat

      The secret sauce of quantum computing, which even Einstein called "spooky," is the ability to generate and manipulate quantum bits of data or qubits. Certain computational tasks can be executed exponentially faster on a quantum processor using qubits, than on a classical computer with 1s and 0s. A qubit can attain a third state of superimposition of 1s and 0s simultaneously, encode data into quantum…

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    • Post-Quantum ITU Y 3800

      Inside ITU’s New Quantum Key Standard (Y.3800)

      In late 2019, the International Telecommunication Union (ITU) quietly reached a milestone in cybersecurity: it approved a new standard that could redefine how we secure data in the coming quantum era. The standard, known as ITU-T Recommendation Y.3800, is an “Overview on networks supporting Quantum Key Distribution” - essentially a blueprint for building networks that use the strange laws of quantum physics to protect encryption…

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    • Post-Quantum PQC Upgrade Challenges

      Challenges of Upgrading to Post-Quantum Cryptography (PQC)

      The shift to post-quantum cryptography is not a distant problem but an imminent challenge that requires immediate attention. The quantum threat affects all forms of computing—whether it’s enterprise IT, IoT devices, or personal electronics. Transitioning to quantum-resistant algorithms is a complex, resource-intensive task that demands coordination across the supply chain, extensive security audits, and careful management of performance and cost issues.

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    • Post-Quantum Mosca's Theorem

      Mosca’s Theorem and Post‑Quantum Readiness: A Guide for CISOs

      Mosca’s Theorem is a risk framework formulated to help organizations gauge how urgent their post-quantum preparations should be. It is often summarized by the inequality X + Y > Q, where: X = the length of time your data must remain secure (the required confidentiality lifespan of the information). Y = the time required to migrate or upgrade your cryptographic systems to be quantum-safe (your…

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