Non-Abelian fields break self-duality in a three-color Aubry-André model, producing mobility regions and topological color-insulators that can neighbor two extended, two localized, or mixed phases.
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Constructive protocols prove that arbitrary fermionic quantum operations are achievable with global controls in optical lattice Fermi-Hubbard systems.
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Localization and Topological Properties of SU(3) Fermions in non-Abelian Gauge Fields: Color-Orbit Coupling and Color-Flip Fields
Non-Abelian fields break self-duality in a three-color Aubry-André model, producing mobility regions and topological color-insulators that can neighbor two extended, two localized, or mixed phases.
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Programmable Fermionic Quantum Processors with Globally Controlled Lattices
Constructive protocols prove that arbitrary fermionic quantum operations are achievable with global controls in optical lattice Fermi-Hubbard systems.