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 selective in archival scope: it is written for referee-readable flow, while a separate supplementary atlas preserves every retrieved prediction-type item, including strong theorem-level statements, conditional benchmark claims, exploratory search targets, and weak or restated entries that would otherwise disappear in a shortened article. The synthesis is version-aware. It does not collapse numerically distinct claims into a single preferred number when the public record changes. The operational transport core is organized around locality-constrained certification times, diffusive benchmark scaling, inverse-Liouvillian spectral control, and the open-system obstruction criterion. The phenomenological layer is organized around audit-depth closure, gauge-coded hypercharge selection, versioned singlet-scalar mass corridors, collider stress tests, gravity proposals built from information geometry and relative entropy, and copy- horizon cosmology with the hard consistency bound 0 < cQ ≤1. The resulting package is designed to be academically stronger than a single omnibus PDF: the main text stays readable, while the supplement makes sure that even weak, exploratory, or low-confidence public predictions are not silently discarded.
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 selective in archival scope: it is written for referee-readable flow, while a separate supplementary atlas preserves every retrieved prediction-type item, including strong theorem-level statements, conditional benchmark claims, exploratory search targets, and weak or restated entries that would otherwise disappear in a shortened article. The synthesis is version-aware. It does not collapse numerically distinct claims into a single preferred number when the public record changes. The operational transport core is organized around locality-constrained certification times, diffusive benchmark scaling, inverse-Liouvillian spectral control, and the open-system obstruction criterion. The phenomenological layer is organized around audit-depth closure, gauge-coded hypercharge selection, versioned singlet-scalar mass corridors, collider stress tests, gravity proposals built from information geometry and relative entropy, and copy- horizon cosmology with the hard consistency bound 0 < cQ ≤1. The resulting package is designed to be academically stronger than a single omnibus PDF: the main text stays readable, while the supplement makes sure that even weak, exploratory, or low-confidence public predictions are not silently discarded.
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.
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.
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.
Complementarity-First Foundational Release I is a ten-record research release consisting of nine technical papers and this overview. The technical corpus comprises 246 date-neutral public-manuscript pages and spans a conceptual-formal primitive, four quantum-foundations studies, a paired-incidence and transport architecture for finite/local gravity, two distinct local Regge descendants, and a source-controlled Unified Dynamics synthesis. This article supplies the release- wide paper map, dependency graph, claim/evidence classification, artifact register, and open-problem ledger. Its organizing principle is anti-flattening: conceptual proposals, conditional theorems, exact countermodels, finite computations, prospective tests, negative results, and source-controlled syntheses are not treated as interchangeable evidence. The foundational paper defines a completed relation with internal role distinction and shows by elementary independence models that the primitive does not itself determine probability, continuity, geometry, dynamics, or complex quantum theory. The quantum branch separates a conditional reconstruction audit from three focused problems: readout of the two-rebit tomographic defect, certificate-relative operational objectivity underanoninjectivepublicinterface, andtheresourcerequirementsforrecordsandfiniteautonomous maintenance without a free thermodynamic arrow. The gravity branch begins only after a rank-two paired-chiral carrier, Lorentzian real structure, orientation, affine displacement sector, and transport law are selected; common-coframe data then arise only conditionally through the admitted simplicity, gluing, and nondegeneracy chain, after which the branch reaches conditional Palatini–Regge structure and exact finite periodic endpoints but not arbitrary-mesh or continuum closure. Two later gravity papers address different questions: descriptor-local H2/H2R transfer and a conditional curved-Regge identity, versus an intrinsic six-sector Reynolds cancellation mechanism for local zero germs. Unified Dynamics organizes controlled quantum and gravity descendants around a finite dual-pair carrier and a common BF-type kernel while retaining a variation-space obstruction, open complement-operation coherence, no absolute scale, and no Level-4 prediction. The strongest defensible conclusion is therefore a disciplined finite/local reconstruction architecture with exact technical advances, explicit failures, and auditable selectors. Release I is not a completed theory of physics, a continuum unification, a derivation of the Born rule or complex scalars from primitive complementarity, a quantized-gravity result, or an externally peer-reviewed and independently replicated corpus.
We present a self-contained, audit-grade formulation of the Quantum Information Copy-Time (QICT) program as a micro–macro closure framework. The microscopic layer is strictly unitary and localitypreserving (a quantum cellular automaton, QCA), including a gauge-coded code-subspace construction and a continuum Dirac limit as a controlled long-wavelength approximation. The central micro–macro bottleneck is the emergence of diffusion from deterministic unitary dynamics. Rather than overclaiming a resolved theorem where the general problem remains open, we (i) replace informal “fast mixing” language by a structured, measurable spectral criterion in the hydrodynamic sector (SDC), and (ii) provide a quantitative bridge showing how certified second-moment (design-channel) diffusion controls infinite-temperature density correlators whenever a local approximate-design property holds (with explicit error bounds). We supply complementary numerical evidence: exact-unitary diagnostics by ED at L = 12 with an L = 14 cross-check, a max-L certification up to L = 512 at the momentchannel level, including a vanishing ballistic/Drude proxy, and a scalable unitary MPS–TEBD typicality diagnostic with explicit Drude bounds and bond-dimension convergence tests. We then propagate audited parameter intervals through a phenomenological closure map, with an explicit reproducibility contract (JSON, hashes, and PASS/FAIL verifier). All claims are labeled as PROVEN, CERTIFIEDNUMERICAL, EXTERNAL-DATUM, HYPOTHESIS, or CONJECTURE.
We formulate and benchmark an operational timescale—the quantum information copy time— that quantifies how fast a localized bias in an initial many-body state becomes remotely certifiable by measurements restricted to a distant receiver region. The definition is intrinsically information-theoretic: for a fixed distinguishability threshold η ∈ (0, 1), the copy time τcopy(A → B; η) is the earliest time at which the reduced states on B become distinguishable with advantage at least η, measured by trace distance and equivalently by the optimal Helstrom measurement. We present (i) a minimal theorem that isolates which inputs are genuinely nontrivial (locality, conservation laws, and an explicit receiver observable class), and (ii) a controlled hydrodynamic closure in which the copy time is governed by a second-moment spectral susceptibility that couples the receiver advantage to the slowest transport mode. We then provide reproducible exact-diagonalization benchmarks in the XXZ chain that (a) extract finite-size transport diagnostics with conservative uncertainty quantification and (b) delimit failure modes in integrable and near-integrable regimes. TEBD/MPS calculations are included only as qualitative cross-checks (Supplementary File S1) and are not used to support asymptotic scaling claims. Finally, we situate these results inside the broader QICT program, where locality-preserving quantum cellular automata (QCA) and code-subspace constraints motivate using copy-time distances as primitives for an operational geometry; we keep this outlook explicitly conjectural and separate from the proved/validated statements.