Article 5BP9H Hidden Symmetry Could be Key to More Robust Quantum Systems, Researchers Find

Hidden Symmetry Could be Key to More Robust Quantum Systems, Researchers Find

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Hidden symmetry could be key to more robust quantum systems, researchers find:

Researchers have found a way to protect highly fragile quantum systems from noise, which could aid in the design and development of new quantum devices, such as ultra-powerful quantum computers.

The researchers, from the University of Cambridge, have shown that microscopic particles can remain intrinsically linked, or entangled, over long distances even if there are random disruptions between them. Using the mathematics of quantum theory, they discovered a simple setup where entangled particles can be prepared and stabilized even in the presence of noise by taking advantage of a previously unknown symmetry in quantum systems.

Their results, reported in the journal Physical Review Letters, open a new window into the mysterious quantum world that could revolutionize future technology by preserving quantum effects in noisy environments, which is the single biggest hurdle for developing such technology. Harnessing this capability will be at the heart of ultrafast quantum computers.

[...] Now, Dutta and his co-author Professor Nigel Cooper have discovered a robust quantum system where multiple pairs of qubits remain entangled even with a lot of noise.

[...] "We weren't expecting this stabilized type of entanglement at all," said Dutta. "We stumbled upon this hidden symmetry, which is very rare in these noisy systems."

They showed this hidden symmetry protects the entangled pairs and allows their number to be controlled from zero to a large maximum value. Similar conclusions can be applied to a broad class of physical systems and can be realized with already existing ingredients in experimental platforms, paving the way to controllable entanglement in a noisy environment.

Journal Reference:
Shovan Dutta, Nigel R. Cooper. Long-Range Coherence and Multiple Steady States in a Lossy Qubit Array, Physical Review Letters (DOI: 10.1103/PhysRevLett.125.240404)

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