Intrinsic Heralding and Optimal Decoders for Non-Abelian Topological Order
A theoretical study examines how the non-deterministic outcomes of fusing non-Abelian anyons can act as intrinsic error syndrome information. The authors describe decoder designs for active error correction in non-Abelian topological order, extending prior noise-stability analysis that focused on Abelian systems.
This could lead to testable decoder benchmarks for non-Abelian topological codes in simulation, using fusion outcomes as heralded syndrome data.