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Quantum Information Copy Time (QICT): A Conditional Prediction Ledger for Receiver-Limited Information Transport and Falsification Tests

Mohamed Sacha

Published Jan 1, 2026• 0 citations
Publisher
DOI
10.2139/ssrn.6755478

Related papers

Quantum Information Copy Time (QICT): A Conditional Prediction Ledger for Receiver-Limited Information Transport and Falsification Tests

Mohamed Sacha

This manuscript is submitted as a Hypothesis rather than as an announcement of a con- firmed physical theory. It defines Quantum Information Copy Time (QICT) as a receiver- limited certification time for transferred quantum or hydrodynamic information and consol- idates the resulting test statements into a de-duplicated supplementary prediction ledger. The scientific purpose is restricted: to specify assumptions, falsification routes, and ob- servational or laboratory discriminants, not to claim discovery of dark matter, dark en- ergy, emergent gravity, or early-galaxy anomalies. After duplicate removal, cosmic-dawn integration, and the latest author-supplied cosmology update, the ledger still contains 99 non-redundant conditional statements. The strongest claims concern operational trans- port, locality constraints, open-system spectral criteria, and explicit failure conditions; the particle-physics, cosmological, gravitational, and cosmic-dawn entries are retained only as conditional benchmark tests requiring independent computation or data confrontation. All numerical windows are therefore presented as model-dependent targets. The manuscript includes data-availability, conflict-of-interest, funding, ethics, and AI-assisted-preparation statements to comply with preprint screening requirements.

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Public Predictive Content in the QICT Programme: A Versioned Synthesis of Transport Theorems, Conditional Phenomenology, and Cosmological Benchmarks

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This submission package presents a journal-oriented synthesis of the publicly retrievable predictive content in the Quantum Information Copy Time (QICT) corpus, available through 19 March 2026. The main manuscript is intentionally selective in form, but not in archival scope. It is structured to ensure a smooth, referee-readable narrative, while a separate supplementary atlas preserves the full record of retrieved prediction-type items. This includes strong theorem-level statements, conditional benchmark claims, exploratory search targets, as well as weak or restated entries that would otherwise be omitted in a condensed article. The synthesis is explicitly version-aware. It does not collapse numerically distinct claims into a single preferred value when the public record evolves, thereby maintaining fidelity to the historical progression of results.

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Quantum Information Copy Time (QICT): Global Predictions and Falsification Atlas

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We compile the falsifiable predictions stated across the Quantum Information Copy Time(QICT) preprint series into a single referee-usable atlas. Each entry is recorded as an observablestatement with (i) an explicit numerical value or band when available, (ii) a minimal hypothesisset, and (iii) a concrete falsification route. The atlas is conservative: it standardizes notationand uncertainty conventions (e.g., explicit 1σ bands) without introducing additional modelingbeyond what is stated in the sources.

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Quantum Information Copy Time (QICT): Spectral Foundations, Canonical Filtered-Certification Protocols, and Transport Benchmarks

Mohamed Sacha

We present a self-contained, publication-oriented formulation of Quantum Information CopyTime (QICT), a timescale governing the certifiable replication of a conserved information labelY in local quantum many-body systems. The framework is built from an inverse-Liouvillianquadratic form in the Kubo–Mori (Bogoliubov) operator Hilbert space. To make the constructionmathematically well-posed and operational, we (i) define QICT using the Moore–Penrose pseu-doinverse of the Liouvillian generator (no hydrodynamic closure assumed), (ii) derive an exactspectral representation with a sharp finiteness criterion, (iii) introduce a controlled infrared (IR)regularization tcopy(Y; ϵ), and (iv) specify an explicit local certification task: binary hypothesistesting between opposite small biases ±θ in a local Gibbs family using filtered local currents.We prove that the exponential filter Jϵ =∞0 e−ϵt˙Y(t) dt is canonical in two precise senses: it is(a) the unique readout of a minimal Markovian “detector with finite memory” and (b) the resol-vent/Laplace transform naturally produced by linear response. We then link the signal-to-noiseratio (SNR) of any such certification protocol to the regulated QICT functional and providea hypothesis-testing translation from SNR to target error probability δ via standard inequali-ties. Finally, we state a transport-regime agnostic “Master” Golden Relation (free dynamicalexponent z), provide benchmark estimates for the matching constant CΛ using independentlycomputed chaos/transport inputs in canonical strong- and weak-coupling limits, and propagatetemperature-dependent transport uncertainties into the resulting mass band.

•Feb 9, 2026•0 citations
This manuscript is submitted as a Hypothesis rather than as an announcement of a con- firmed physical theory. It defines Quantum Information Copy Time (QICT) as a receiver- limited certification time for transferred quantum or hydrodynamic information and consol- idates the resulting test statements into a de-duplicated supplementary prediction ledger. The scientific purpose is restricted: to specify assumptions, falsification routes, and ob- servational or laboratory discriminants, not to claim discovery of dark matter, dark en- ergy, emergent gravity, or early-galaxy anomalies. After duplicate removal, cosmic-dawn integration, and the latest author-supplied cosmology update, the ledger still contains 99 non-redundant conditional statements. The strongest claims concern operational trans- port, locality constraints, open-system spectral criteria, and explicit failure conditions; the particle-physics, cosmological, gravitational, and cosmic-dawn entries are retained only as conditional benchmark tests requiring independent computation or data confrontation. All numerical windows are therefore presented as model-dependent targets. The manuscript includes data-availability, conflict-of-interest, funding, ethics, and AI-assisted-preparation statements to comply with preprint screening requirements.
This submission package presents a journal-oriented synthesis of the publicly retrievable predictive content in the Quantum Information Copy Time (QICT) corpus, available through 19 March 2026. The main manuscript is intentionally selective in form, but not in archival scope. It is structured to ensure a smooth, referee-readable narrative, while a separate supplementary atlas preserves the full record of retrieved prediction-type items. This includes strong theorem-level statements, conditional benchmark claims, exploratory search targets, as well as weak or restated entries that would otherwise be omitted in a condensed article. The synthesis is explicitly version-aware. It does not collapse numerically distinct claims into a single preferred value when the public record evolves, thereby maintaining fidelity to the historical progression of results.
We compile the falsifiable predictions stated across the Quantum Information Copy Time(QICT) preprint series into a single referee-usable atlas. Each entry is recorded as an observablestatement with (i) an explicit numerical value or band when available, (ii) a minimal hypothesisset, and (iii) a concrete falsification route. The atlas is conservative: it standardizes notationand uncertainty conventions (e.g., explicit 1σ bands) without introducing additional modelingbeyond what is stated in the sources.
We present a self-contained, publication-oriented formulation of Quantum Information CopyTime (QICT), a timescale governing the certifiable replication of a conserved information labelY in local quantum many-body systems. The framework is built from an inverse-Liouvillianquadratic form in the Kubo–Mori (Bogoliubov) operator Hilbert space. To make the constructionmathematically well-posed and operational, we (i) define QICT using the Moore–Penrose pseu-doinverse of the Liouvillian generator (no hydrodynamic closure assumed), (ii) derive an exactspectral representation with a sharp finiteness criterion, (iii) introduce a controlled infrared (IR)regularization tcopy(Y; ϵ), and (iv) specify an explicit local certification task: binary hypothesistesting between opposite small biases ±θ in a local Gibbs family using filtered local currents.We prove that the exponential filter Jϵ =∞0 e−ϵt˙Y(t) dt is canonical in two precise senses: it is(a) the unique readout of a minimal Markovian “detector with finite memory” and (b) the resol-vent/Laplace transform naturally produced by linear response. We then link the signal-to-noiseratio (SNR) of any such certification protocol to the regulated QICT functional and providea hypothesis-testing translation from SNR to target error probability δ via standard inequali-ties. Finally, we state a transport-regime agnostic “Master” Golden Relation (free dynamicalexponent z), provide benchmark estimates for the matching constant CΛ using independentlycomputed chaos/transport inputs in canonical strong- and weak-coupling limits, and propagatetemperature-dependent transport uncertainties into the resulting mass band.