Perfect elliptic dichroism is proposed as a direct diagnostic for the metric of anisotropic quantum Hall droplets, extending to ideal Chern bands via holomorphicity and to lattice models via renormalized emergent metrics.
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The Aharonov-Casher condition on dark-state atoms yields flat Chern bands suitable for fractional Hall simulation when plane-wave Rabi frequencies and balanced imperfections are used.
citing papers explorer
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Perfect elliptic dichroism: Probing the metric of anisotropic quantum Hall droplets
Perfect elliptic dichroism is proposed as a direct diagnostic for the metric of anisotropic quantum Hall droplets, extending to ideal Chern bands via holomorphicity and to lattice models via renormalized emergent metrics.
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Aharonov-Casher Chern bands for ultracold dark state atoms
The Aharonov-Casher condition on dark-state atoms yields flat Chern bands suitable for fractional Hall simulation when plane-wave Rabi frequencies and balanced imperfections are used.