A new proof, via Lyapunov exponents, of the known universal bound Γ_max ≤ c_d Σ Γ_i for relaxation rates of quantum master equations, where c_d depends on the positivity class of the semigroup.
1016%2Fj.physrep.2022.09.003
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Universal bound on the Lyapunov spectrum of quantum master equations
A new proof, via Lyapunov exponents, of the known universal bound Γ_max ≤ c_d Σ Γ_i for relaxation rates of quantum master equations, where c_d depends on the positivity class of the semigroup.