In the ordered nearest-neighbor multimode Dicke model, the number of mean-field stable superradiant steady-states scales with Fibonacci numbers in the number of atomic clusters, with a subset showing persistent oscillations that survive at finite sizes.
Sánchez-Soto, A
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The paper provides an expository review of squeezed states of light and related phenomena using the Wigner phase-space formalism and groups such as Lorentz and symplectic.
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Fibonacci Steady-States and Persistent Oscillations in an Ordered Multimode Dicke Model
In the ordered nearest-neighbor multimode Dicke model, the number of mean-field stable superradiant steady-states scales with Fibonacci numbers in the number of atomic clusters, with a subset showing persistent oscillations that survive at finite sizes.
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Understanding Squeezed States of Light Through Wigner's Phase-Space
The paper provides an expository review of squeezed states of light and related phenomena using the Wigner phase-space formalism and groups such as Lorentz and symplectic.