Demonstrates a lower bound on dissipation in finite-power systems, implying crucial constraints on energy dissipation during information processing.
Landauer-type bounds establish the minimal dissipation required by logically irreversible information processing. This paper addresses a long-horizon question in finite-power systems that repeatedly execute irreversible closure events... we derive an integrated coercivity inequality that lower-bounds time-integrated per-closure dissipation by the time-integrated residue.
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Cesar Salvatierra Salvatierra Pizarro (2026) studied this question.
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