A new inequality bounds average dissipation rate in Markov jump processes via precision coefficients on recurrence times and integrated currents, saturating under weaker conditions than the TUR.
Therefore, throughout the paper, we indicate with the symbol\the removal of off-diagonal elements of a rate matrix associated to observable transitions
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Using precision coefficients on recurrence times and integrated currents to lower bound the average dissipation rate
A new inequality bounds average dissipation rate in Markov jump processes via precision coefficients on recurrence times and integrated currents, saturating under weaker conditions than the TUR.