Random Numbers from Quantum Noise ✎ express

Original: "Semi-Device-Independent Quantum Random Number Generator Resistant to General Attacks"
arXiv:2602.06362 · 2026-02-06 · arXiv non-exclusive · independent analysis · 1 min
A quantum generator produces random numbers without trusting even its own components.

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A tossed coin is the simplest source of randomness. But if the coin is shaved, it starts cheating. In the quantum world, light plays the role of the coin: its properties are fundamentally unpredictable. The catch is that the device that “flips” the quantum coin might be faulty or even swapped by an adversary.

The authors built a generator that does not require full trust in its components. It suffices to limit the energy of the emitted light states, as if we ensured the coin is not too heavy. Then, even with a partially broken device, randomness is preserved. The setup operates at 100 megahertz and produces 1.165 megabits of random numbers per second after post-processing.

For comparison: 1.165 megabits per second is about 145 kilobytes of randomness every second. That is enough to encrypt an average-sized text document in a fraction of a second.

Such a generator is useful for quantum cryptography — a field where random numbers serve as locks for secret messages. The stronger the lock, the harder it is to break into correspondence. The new approach relaxes hardware requirements while maintaining high speed and resistance to attacks.

Quantum random number generators are already used in lotteries and casinos, where fairness is critical.

Scientists
David DeutschErwin SchrödingerJohn Stewart BellLouis de BroglieLov GroverPaul Benioff
Concepts
random number generator randomness quantum key distribution secure communication semiconductor qubits quantum cryptography noise resistant qubit qubit noise reduction error threshold decoder encryption error rate superconducting electronics zero resistance jitter Generative Adversarial Networks fault tolerant quantum computer qubit rubidium liquid nitrogen temperature