Fibonacci-structured photonic waveguides enable atom-photon bound states and effective emitter Hamiltonians with Fibonacci or multifractal properties, providing a platform for coherent quantum interactions in aperiodic systems.
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Local loops on Husimi trees reduce the critical disorder for Anderson localization and increase the spatial extent of localized eigenstates, providing a better single-particle analogy for many-body localization.
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Fibonacci Waveguide Quantum Electrodynamics
Fibonacci-structured photonic waveguides enable atom-photon bound states and effective emitter Hamiltonians with Fibonacci or multifractal properties, providing a platform for coherent quantum interactions in aperiodic systems.
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Anderson Localization on Husimi Trees and its implications for Many-Body localization
Local loops on Husimi trees reduce the critical disorder for Anderson localization and increase the spatial extent of localized eigenstates, providing a better single-particle analogy for many-body localization.