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Quantum physics
Realizing string-net condensation: Fibonacci anyon braiding for universal gates and sampling chromatic polynomials
In press Nature Communications (2025)
Topologically ordered quantum systems host anyons that, when braided, support fault-tolerant quantum computation. Yet creating Fibonacci string-net condensates, which support universal quantum gates and sample classically hard graph polynomials, has remained elusive. We demonstrate a scalable method of creating such condensates using superconducting qubits to dynamically create, measure and braid Fibonacci anyons.
In press Nature Communications (2025)