Constraints on Reversing the Thermodynamic Arrow of Time from Black Hole Thermodynamics, Wormholes, and Time-Symmetric Quantum Mechanics
Kevin Song, John Zhang

TL;DR
This paper investigates whether the thermodynamic arrow of time can be reversed within a single universe using semiclassical gravity, black holes, wormholes, and time-symmetric quantum mechanics, concluding that such reversal is not possible under current constraints.
Contribution
It introduces a 'Global Entropy Transport' framework and derives inequalities showing entropy cannot be genuinely reversed in a single universe with current physical laws.
Findings
Black holes and wormholes can redistribute entropy but not reverse it.
The derived inequalities bound the net decrease of entropy, preventing true reversal.
Current constraints uphold the thermodynamic arrow of time in a single universe.
Abstract
Can the thermodynamic arrow of time in a single universe be reversed, even temporarily, within semiclassical gravity without invoking additional universes or branches? We address this question in a single, connected spacetime where quantum field theory is coupled to classical general relativity, and where black holes, traversable wormholes, and time-symmetric or retrocausal formulations of quantum mechanics might naively appear to open channels for entropy export or cancellation. After distinguishing fine-grained, coarse-grained, and generalized gravitational entropy, and formulating a cosmological coarse-grained entropy, we treat black hole evaporation, wormholes constrained by quantum energy inequalities, and two-time boundary-value frameworks (including absorber-type and two-state-vector formalisms) within a common information-theoretic language. We then introduce a "Global Entropy…
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Taxonomy
TopicsNoncommutative and Quantum Gravity Theories · Black Holes and Theoretical Physics · Cosmology and Gravitation Theories
