Event Panelist | Quantum Encryption at Quantum + AI Summit | October 2025

Doug Hill to Spotlight Quantum Encryption & the Future of Blockchain Security at Quantum + AI Summit October 20, 2025 at 5:05 pm

As the quantum computing threat accelerates, potentially rendering current encryption obsolete within the next 10-15 years—a phenomenon known as “Y2Q”—organizations must prioritize post-quantum cryptography (PQC) readiness. Real Random is at the forefront of this effort, providing scalable Entropy-as-a-Service (EaaS) solutions to mitigate these risks.

Real Random founder and owner Doug Hill will participate in the Quantum + AI Summit, held in New York City from October 19-21, 2025. Recognized by ZDNET as the leading conference in the quantum industry, the event convenes experts in quantum computing, artificial intelligence, and cybersecurity.

Hill will contribute to Panel 4: Beyond PQC: Quantum Encryption & the Future of Blockchain Security. He will discuss how Real Random’s physical entropy generation, leveraging Brownian motion, delivers high-quality, tamper-evident randomness essential for quantum-resistant systems. This approach outperforms pseudo-random number generators (PRNGs) and quantum RNGs in reliability and efficiency, supporting applications such as blockchain key pairs, VPN session keys, and more.

As outlined in Real Random’s white paper, “Physical Entropy at Scale,” delaying PQC adoption could expose trillions in vulnerabilities across finance, healthcare, government, critical infrastructure, and enterprise systems. Backed by comprehensive patents, including US11385865B2 for electromechanical true random number generation, Real Random offers a mature, deployment-ready pathway to quantum-safe security.

Register for the summit at https://iqtevent.com/quantumai/ or view Hill’s profile at https://iqtevent.com/quantumai/speakers/#doug-hill. To explore Real Random’s solutions, download the white paper or contact us for a demonstration.

Read more about our view on Post Quantum Cryptography to future proof your encryption here.