Abstract
We use the full-density matrix numerical renormalization group method to calculate the equilibrium dynamical correlation function C(ω) of the spin operator σz at finite temperature for the sub-ohmic spin-boson model. A peak is observed at the frequency ω T ∼ T in the curve of C(ω). The curve merges with the zero-temperature C(ω) in ω ≫ ω T and deviates significantly from the zero-temperature curve in ω ≪ ω T.
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