Finite-temperature adiabatic threshold driving rate in gapped local Hamiltonians factorizes into zero-T system-size scaling plus a universal T-factor exponentially close to 1 at low T and linear at high T.
Bounds on quantum adiabaticity in driven many-body systems from generalized orthogonality catastrophe and quan- tumspeedlimit
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Universal scaling of finite-temperature quantum adiabaticity in driven many-body systems
Finite-temperature adiabatic threshold driving rate in gapped local Hamiltonians factorizes into zero-T system-size scaling plus a universal T-factor exponentially close to 1 at low T and linear at high T.