Bosonic analog of Dicke superradiance shows strong-interaction superradiant emission and weak-interaction subradiant crossover, both capturable by analogous rate equations via permutational symmetry.
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Relativistic Maxwell-Bloch equations are derived showing that radiating system response and coherence between emitters are preserved across reference frames, with timescales and intensity transforming as expected relativistically.
An SU(4) symmetric Pauli-type rate equation unifies collective dissipation across seven four-level atomic topologies, yielding superlinear peak-intensity scaling exponents of 1.81–1.92.
Subradiance from entangled Dicke states in atomic hydrogen renders galactic halo gas dark in emission and transparent, matching dark matter properties at observed temperatures near 100 K.
citing papers explorer
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Collective decay of interacting bosons
Bosonic analog of Dicke superradiance shows strong-interaction superradiant emission and weak-interaction subradiant crossover, both capturable by analogous rate equations via permutational symmetry.
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Relativistic Maxwell-Bloch Equations with Applications to Astrophysics
Relativistic Maxwell-Bloch equations are derived showing that radiating system response and coherence between emitters are preserved across reference frames, with timescales and intensity transforming as expected relativistically.
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Multi-channel collective dissipation via the symmetric irreducible representation of SU(4)
An SU(4) symmetric Pauli-type rate equation unifies collective dissipation across seven four-level atomic topologies, yielding superlinear peak-intensity scaling exponents of 1.81–1.92.
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Quantum coherence and the invisible Universe: Subradiance as a dark matter mechanism
Subradiance from entangled Dicke states in atomic hydrogen renders galactic halo gas dark in emission and transparent, matching dark matter properties at observed temperatures near 100 K.