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Universal fusion category symmetries on tensor products of infinite-dimensional Hilbert spaces
high-energy-physics-theorymathematical-physicsoperator-algebrasquantum-algebrastrongly-correlated-electrons
We show that anyon chains, after stabilizing with infinite-dimensional ancilla spaces, factorize locally as tensor products of infinite-dimensional Hilbert spaces. This implies that any unitary fusion category can be realized as symmetries on a tensor product of infinite-dimensional Hilbert spaces.
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