Differences in representation structure between the Ising minimal model and SU(2)_2 Chern-Simons theory do not impact observables relevant to topological quantum computation.
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Hybrid benchmarking of quantum BFS inside Dinic's algorithm on classical max-flow instances shows that practical speedups would require physically impossible quantum gate speeds.
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Ising anyons in the $SU(2)_2$ Chern--Simons theory
Differences in representation structure between the Ising minimal model and SU(2)_2 Chern-Simons theory do not impact observables relevant to topological quantum computation.
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Use case study: benchmarking quantum breadth-first search for maximum flow problems
Hybrid benchmarking of quantum BFS inside Dinic's algorithm on classical max-flow instances shows that practical speedups would require physically impossible quantum gate speeds.