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June 20, 202618 citationsOpen Access

The Thermodynamics of Records

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TUTomoyuki Uchida

Key Points

  • This paper explores how the physical life cycle of records interacts with thermodynamic principles.
  • Developed an interpretive framework for the physical life cycle of records.
  • Refined concepts of record formation and revision in relation to thermodynamics.
  • Analyzed distinct processes such as record formation, revision, and error correction.
  • Proposed a physical record profile instead of a singular thermodynamic cost.
  • Identified Landauer's principle as a constraint for irreversible reset processes.
  • Highlighted the need for operational redundancy in achieving public finality of records.

Abstract

This paper develops an interpretive account of the physical life cycle of records within a consistency-history framework. Earlier papers in the series characterized a committed record as “decoherence- and thermodynamics-protected, append-only in practice.” The present paper refines and partially corrects that formulation. A physical record is not logically immutable or fundamentally append-only. It is revision-resistant in practice insofar as its information is encoded in sufficiently protected physical degrees of freedom, often—but not universally—through metastability and free-energy barriers. The central claim is structural and deliberately deflationary: there is no single thermodynamic price of a record. Record formation, passive retention, revision, logically irreversible reset, active error correction, and redundant proliferation are distinct processes with different, implementation-dependent demands. The paper therefore replaces a scalar cost with a physical record profile comprising resources, performance, and architecture: free-energy and dissipation budgets, control resources, operation and retention times, error rates, and an effective number of sufficiently independent carriers or access channels. Landauer’s principle directly constrains the logically irreversible reset component of this profile. Other record processes inherit a Landauer-type constraint only when their implementation contains a reset or another logically irreversible information-discarding step. The formation of a classical record is represented as the logically reversible, in-principle correlation of distinguishable pointer states with an initially prepared memory. This is not the cloning of an arbitrary unknown quantum state, and a complete reusable memory cycle must still account for preparation and reset. The paper further distinguishes logical commitment, physical durability, and public finality. Public finality requires an operationally significant redundancy of sufficiently independent, accessible, and durable carriers or access channels. This is an architectural requirement, not a universal additive heat cost per copy. Environmental amplification may generate redundant records without implying a universal Landauer-type price for each environmental fragment. The framework derives no result in thermodynamics or statistical mechanics. It does not derive the second law, the Landauer bound, any fluctuation theorem, the thermodynamic arrow of time, or the low-entropy boundary conditions of the universe, and it makes no independent empirical prediction. Its contribution is a disciplined decomposition of the physical processes through which records are formed, protected, revised, erased, maintained, and made publicly accessible.

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Cite This Study

Tomoyuki Uchida (2026) studied this question.

synapsesocial.com/papers/6a363326db0793dc1a53993dhttps://doi.org/10.5281/zenodo.20744935
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Also Consider

Synapse has enriched 5 closely related papers on similar clinical questions. Consider them for comparative context:

  1. 1The Logic of Record-Making: How Transient States Become Durable History2026
  2. 2Infotropy: a candidate structural unification of information and entropy2026
  3. 3Artian's Entropy and Second-Law Reference Theorem: Completed-Record Persistence, Record-State Recurrence Separation, Typed Capacity Geometry, Anchored Modular Charge, Clausius Production, Surface Entropy, and Page-Capacity Consequences2026
  4. 4Irreversible Record Formation as a Necessary Structural Ingredient in Quantum Measurement2026
  5. 5EXPERIMENTAL VERIFICATION OF LANDAUER’S PRINCIPLE AND THE PHYSICALITY OF INFORMATION2026