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Temporal dynamics of Levy flights of photons in a three-dimensional geometry for hot vapor
Multiple scattering of light by resonant vapor is characterized by Lévy-type superdiffusion with a step size distribution $P(x) \propto 1/x^{1+α}$, with $0 < α< 2$. The Lévy parameter $α$ was measured from $P(x)$, steady fluorescence, frequency-dependent fluorescence and time-resolved transmission,
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