MathDBThe Levin–Wen ground-state error-correction conjecture
The Levin–Wen ground-state error-correction conjecture
From papers
Let a Levin–Wen (LW) model be the Hamiltonian model determined by a unitary fusion category, and consider its ground-state subspace. Levin–Wen error-correction conjecture. The ground states of the LW model form error-correcting codes. The source presents this as an unproved conjecture, following the corresponding established statement for the toric code.
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Sources & referencesView supporting material
Primary source
Eric C. Rowell and Zhenghan Wang, “Mathematics of Topological Quantum Computing”, arXiv:1705.06206 (2017).
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