A flux-mediated bi-nonsymmorphicity relation links real-space nonsymmorphicity to momentum-space nonsymmorphicity via projective representations under symmetric gauge flux.
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A hybrid optimization strategy using classical pre-compilation, iterative extrapolation, and noise-aware quantum refinement achieves orders-of-magnitude gains in fidelity for state preparation in analog simulators with programmable long-range interactions.
Quantum contact processes on topological lattices confine excitations to protected subspaces and enable on-demand quantized spreading via topological pumps, with dynamics mapping to a single-particle model that encodes topological properties.
Two fermions with strong quasiperiodic long-range interactions show a correlated dynamical regime with approximately constant inter-particle distance in continuous-time quantum walks.
citing papers explorer
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Flux-Mediated Correspondence Between Real- and Momentum-Space Nonsymmorphicity
A flux-mediated bi-nonsymmorphicity relation links real-space nonsymmorphicity to momentum-space nonsymmorphicity via projective representations under symmetric gauge flux.
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Programming long-range interactions in analog quantum simulators
A hybrid optimization strategy using classical pre-compilation, iterative extrapolation, and noise-aware quantum refinement achieves orders-of-magnitude gains in fidelity for state preparation in analog simulators with programmable long-range interactions.
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Quantum Contact Processes on a Topological Lattice
Quantum contact processes on topological lattices confine excitations to protected subspaces and enable on-demand quantized spreading via topological pumps, with dynamics mapping to a single-particle model that encodes topological properties.
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Dynamics of two particles with quasiperiodic long-range interactions
Two fermions with strong quasiperiodic long-range interactions show a correlated dynamical regime with approximately constant inter-particle distance in continuous-time quantum walks.