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its scientific scope, status or dependency structure.
Each claim record states the exact technical claim, its approved public statement,
status class and manuscript-facing status label, assumptions and dependencies,
downstream consequences, equations, source location in the paper, external evidence,
limits/open issues and version history.
The register also carries non-propagating evidence roles for literature.
“Direct architectural support” and “structural convergence”
change how supporting references are presented; neither becomes a dependency or
upgrades a manuscript status.
Canonical claim count: 53. Public release version: v2.
Foundations
VAC-01Standard inputFoundations
Absolute vacuum offset is scheme dependent
Public statement Absolute zero-point energy is not by itself a scheme-independent observable.
Technical statement In renormalised semiclassical gravity, a constant shift of the matter Lagrangian renormalises the cosmological counterterm. The split between an absolute homogeneous matter-vacuum offset and the renormalised cosmological term is therefore convention dependent.
Qualifier This concerns the absolute homogeneous offset. It does not say that vacuum fluctuations do not exist or that physical energy differences never gravitate.
Source in the paper Sec. “The compact-S⁴ vacuum-energy ambiguity”.
Public statement On compact round S⁴, the ambiguity is especially sharp: the homogeneous vacuum term and cosmological counterterm are the same local volume operator.
Technical statement On closed round S⁴ without boundary, the homogeneous matter-vacuum term and the cosmological counterterm both reduce to the same functional ∫√g d⁴x ∝ H⁻⁴, with no intrinsic geometrical label separating them.
Public statement Within the stated compact response class, one nonzero universal matter datum survives: the type-A Euler anomaly coefficient.
Technical statement Among local linear constant-Weyl responses of the renormalised effective action on round conformally flat S⁴ satisfying counterterm invariance (C1) and conformal-flatness universality (C2), the unique nonvanishing H-independent scheme-independent matter datum is the type-A Euler anomaly coefficient a.
Qualifier Class-relative uniqueness: local, linear constant-Weyl response on round conformally flat S⁴ under C1 and C2; not uniqueness across all nonlocal observables or backgrounds.
Public statement A constant-Weyl projector removes local counterterm contamination and isolates the Euler response.
Technical statement At a conformal fixed point, A[Γ]=−(1/4) ΠH0(dΓ/d ln H) and ΠH0(dΓ/d ln H)=−4a. Away from a fixed point, the corresponding local-RG Euler-cocycle projection is applied after beta-function and operator-mixing responses are separated.
Standalone Type-A theorem across two de Sitter realisations
Public statement A standalone theorem publication finds that the protected local logarithmic anomaly response common to the closed-sphere and round static-patch descriptions of de Sitter is uniquely type A, with microscopic coordinate a.
Technical statement Within the parity-even fixed-point local four-derivative logarithmic anomaly sector of exact round de Sitter, the universal paired closed-sphere/static-patch quotient has one-dimensional image generated by the Euler/Wess-Zumino class, and the transmitted QFT coordinate is a(Q).
Dependencies none
Downstream claims none
Qualifier Independent cross-realisation theorem. It is not an incoming dependency of the cosmological numerical chain.
Source in the paper Standalone Type-A theorem publication, current public record; exact theorem and scope on its own paper page.
Limits and open issues Does not establish the QCD state-preparation premise, the boundary-member prescription, umax=1 UV-domain normalization, contour choice, quantum dressing, global source pairing or numerical cosmological result.
Version history Retained as an independent v2.0 programme record.
Direct Planck-scale mechanisms tested do not supply the linear IR factor
Public statement A distinct infrared readout is required; the direct Planck-scale mechanisms tested do not generate the needed linear QCD hierarchy.
Technical statement Within the stated compact treatment, the local analytic heat-kernel mass expansion begins in even powers of dimensionless mass and perturbative Planck-scale Yang-Mills instanton weights are far too suppressed; neither supplies a term linear in mp/MP. The protected Euler coefficient itself is order one.
Public statement The chiral spin bundle’s equatorial transition map is a primitive degree-one map S³→SU(2).
Technical statement With Σ⁻ trivialised on the two hemispheres of S⁴, its transition function g₋:S³→SU(2) satisfies deg g₋=(1/24π²)∫Tr(g₋⁻¹dg₋)³=1 and NE=⟨c₂(Σ⁻),[S⁴]⟩=deg g₋=1.
Qualifier Relative Chern class is represented by the boundary clutching/Chern-Simons transgression; the half-sphere curvature integral need not itself be integer.
Public statement The same primitive spin class has an explicit group-valued representative Uspin with deg Uspin=1 and [Uspin]=[g₋].
Technical statement The Levi-Civita-induced charge-one SU(2) connection on Σ⁻ has Atiyah-Manton holonomy Uspin:S³→SU(2)spin satisfying deg Uspin=⟨c₂(Σ⁻),[S⁴]⟩=1 and [Uspin]=[g₋].
Public statement QCD dimensional transmutation generates a hadronic infrared scale, and the measured proton-to-Planck ratio is mp/MP = 7.685×10⁻²⁰.
Technical statement QCD dimensional transmutation generates the confined hadronic spectrum. Using the physical proton mass and unreduced Newton mass MP=G⁻¹/² gives mp/MP=7.68514844×10⁻²⁰.
Public statement The compact channel assumes that the infrared QCD chiral boundary state is prepared in the homotopy class of the intrinsic degree-one spin field.
Technical statement At confinement the physical premise is [UIR]=φ*[Uspin]=φ*[g₋] in π₃(SU(2)flavour), with φ orientation preserving at the level of the abstract SU(2) groups.
Prepared B=1 QCD+QED sector has proton spectral floor
Public statement Given the QCD state-preparation premise, the degree-one sector is B=1 and its gauge-consistent QCD+QED spectral floor is the proton.
Technical statement QCD-03 transfers the primitive winding to the infrared chiral field, giving B=+1 (and B=−1 for conjugate orientation). In the compatible electromagnetic superselection sector, the regulated long-time energy difference tends to mp; the conjugate sector gives the antiproton.
Public statement The proton response is read with a trace source whose normalization is fixed by H(σ)=H(0)+σΘ+O(σ²), so H′(0)=Θ.
Technical statement Define Θ=∫Σ√h Tμμ d³x and H(σ)=H(0)+σΘ+O(σ²), hence H′(0)=Θ. This Hamiltonian source convention is distinct from the geometric Weyl parameter used in the Euler extraction.
Public statement For the prepared proton channel, the normalized long-time trace-source slope is mp/MP.
Technical statement With TRC-01 and the regulated proton correlator, −lims→∞(1/s)∂σ ln[Cp(s;σ)/Cp(s;0)]|σ=0=mp√G=mp/MP. The result follows from spectral projection, field-theoretic Feynman-Hellmann and the exact forward energy-momentum-tensor normalization.
Qualifier Derived once the prepared B=1 proton channel exists; endpoint overlaps and subextensive edge dressings drop out of the normalized long-time slope.
Public statement Reduced and unreduced Planck conventions are algebraically equivalent when every normalization is transformed consistently; changing notation does not add a physical choice.
Technical statement With MP=G⁻¹/² and M̄P=(8πG)⁻¹/², mp/MP=(1/√(8π))(mp/M̄P) and GΛ=(1/8π)(Λ/M̄P²). Consistent conversion transforms both response and curvature observable.
Public statement The strict channel defines the matter/IR composite as qmatter = aeff·(mp/MP), with coefficient one between two separately normalized response coordinates.
Technical statement Define AE≡aeff and Qp≡mp/MP, then qmatter^(1)≡AE Qp=aeff(mp/MP). This is the channel’s definition of the normalized matter/IR composite; any coefficient coupling the composite to curvature belongs to the separate global source map.
Round-S⁴ Einstein action and Euler-normalized form
Public statement For round Euclidean de Sitter, the Einstein-Hilbert action has magnitude |SEH|=24π²/u, and the same result can be written (24π²/u)NE.
Technical statement For Rμν=ΛUVgμν on round S⁴, SEH=−24π²/(κ²ΛUV). With u=κ²ΛUV and NE=1, |SEH|=(24π²/u)NE. The magnitude also equals the de Sitter entropy.
Limits and open issues Quantum dressing and higher-curvature shifts are CORR-02.
Version history Retained/reframed from v1; direct v2.0 support relations added. v2.1 (2026-09-07): saddle notation aligned to the paper's Λ_UV; no content change.
Public statement The strict channel selects the decaying orientation of the compact round-S⁴ thimble.
Technical statement The cosmological compact observable is defined so that the round-S⁴ thimble contributes with the damped orientation e−|SEH|. The opposite sign would replace suppression by an enormous enhancement and is not the channel analysed.
Qualifier The exact numerical boundary is a selected UV-domain normalization, not a theorem that every ultraviolet completion breaks down at the same coefficient.
EquationsExact UV-endpoint normalization
Source in the paper Reduced-Planck-density UV-domain paragraph.
Limits and open issues Microscopic selection of this exact endpoint remains a central gravity target.
Version history Retained ID but scientifically sharpened in v2.0. v2.1 (2026-09-07): saddle notation aligned to the paper's Λ_UV/ρ_UV; no content change.
Public statement Within the declared 0<u≤1 domain, B(u)=24π²/u decreases monotonically as u increases; the largest allowed u therefore has the smallest classical action.
Technical statement Because B(u)=24π²/u decreases monotonically as u increases, the mathematical ordering is fixed once the domain is declared. For the separately selected decaying factor e−B(u), this makes u=umax the least-suppressed member, but the ordering does not itself select evaluation there.
Boundary-member prescription (no modulus integration)
Public statement The strict compact observable is evaluated at the least-suppressed boundary member ub=umax; no integration over u is part of the defined compact observable.
Technical statement After SAD-03 establishes the monotonic ordering of the declared domain, the compact channel selects single-member evaluation at ub=umax rather than introducing a modulus integral over u. Combined with the selected UV endpoint SAD-04, this gives ub=umax=1.
Qualifier This is a prescription for the compact observable, not a consequence of monotonic endpoint ordering and not a claim that u is a dynamical modulus with a preferred measure.
Source in the paper Compact de Sitter saddle section, boundary-member paragraph.
Limits and open issues A microscopic gravitational derivation may reproduce, replace or falsify this prescription. No modulus integration over u is asserted within the defined compact observable.
Version history Introduced in v2.0 finalization to price separately the single-member evaluation step that had previously been folded into endpoint dominance.
SAD-06Derived given boundary-member, UV-domain and contour selectionsCompact gravity
Classical strict-channel gravitational factor
Public statement Given the selected umax=1 UV endpoint, selected boundary-member prescription ub=umax and decaying contour, the classical compact gravitational factor is e⁻²⁴π².
Technical statement At the selected member ub=umax=1, B1=|SEH|=24π². With the selected damped orientation, the strict leading Einstein-Hilbert saddle contribution is e−B1=e−24π²=1.34414611×10⁻¹⁰³.
Qualifier Classical Einstein-Hilbert factor only; the member prescription, UV endpoint and contour are selected, while quantum/source-dependent dressing is open.
No canonical absolute determinant constant on round S⁴
Public statement A raw absolute sphere determinant does not carry a universal scheme-independent constant prefactor that can simply be set to one.
Technical statement Finite R² and Euler counterterms shift the absolute round-S⁴ effective action by arbitrary constants without changing the local closed-sphere equations. Therefore a raw finite one-loop constant Cgrav is not scheme independent without an additional renormalisation and measure prescription.
Public statement The leading compact observable is defined by multiplying the normalized matter/IR composite by the selected classical compact factor.
Technical statement Define qcomp≡qmatter^(1)e−24π²=aeff(mp/MP)e−24π². The coefficient-one factorization is the strict-channel observable definition, not a separately derived interaction vertex.
NUM-01Derived given stated premise/selectionsAssembly
Leading strict-channel compact benchmark
Public statement Within the stated leading strict channel, the compact response is qcomp = 2.85652154×10⁻¹²², with no continuous parameter fitted to the cosmological value.
Technical statement Using aeff→aSM=1991/720 in ASM-01 together with the physical mp/MP and e−24π², qcomp=(1991/720)(7.68514844×10⁻²⁰)(1.34414611×10⁻¹⁰³)=2.85652154×10⁻¹²².
Qualifier Compact benchmark only. Its interpretation as cosmological curvature is MAP-01. The QCD premise and gravitational selections enter through upstream dependencies and are not fitted.
Public statement Ordinary local type-A anomaly backreaction has the wrong scaling: it produces an H⁴ stress and no small branch linear in the compact response.
Technical statement On a maximally symmetric branch the type-A anomaly stress scales as Λg². In ordinary semiclassical Einstein gravity, Λg−Λ0=(a/3π)(Λg²/MP²); multiplying the anomaly sector by a small ε places ε in the denominator of the nonzero root rather than producing Λg/MP²∝εa.
Public statement Removing the volume-counterterm representative leaves a unique trace-free local Einstein equation and one undetermined spacetime-constant scalar mode.
Technical statement The unique algebraic projection invariant under Eμν→Eμν+cgμν and equal to the identity on traceless tensors is Eμν−Egμν/4, yielding Rμν−Rgμν/4=(8π/MP²)(Tμν−Tgμν/4). Conservation leaves R+(8π/MP²)T=4Λint.
Public statement A Henneaux-Teitelboim/sequestering-type four-form action is proposed to supply the scalar-curvature mode omitted by the trace-free local equation.
Technical statement The proposed action Sgs[q] contains a rigid Newton variable η, a volume four-form constraint and a source term proportional to η²MP⁴ q F₄. The compact calculation supplies q=qcomp; the action is varied at fixed rigid q.
GS-05Derived from branch-unit covarianceGlobal completion
Branch-unit covariance fixes η² source dependence
Public statement Within the proposed completion, covariance under the arbitrary branch Newton-unit parametrization fixes the source dependence to η² up to one overall compact-to-global coefficient.
Technical statement Replacing η² by f(η), branch-unit independence of Λ/MN² relative to q requires f′(η)/(2η)=c, hence f(η)=cη²+f₀. The minimal one-source action sets f₀=0; covariance fixes the η² form but not the overall c.
Public statement The proposed completion uses unit pairing between the normalized compact response and the global four-form source.
Technical statement After GS-05 fixes the η² dependence, the overall source coefficient c remains undetermined by branch-unit covariance. The paper adopts the unit choice c=1 in Sgs[q].
GS-02Derived once action and unit pairing are adoptedGlobal completion
Field equations of the proposed global-source action
Public statement Once the stated global-source action and unit pairing are adopted, its variations cancel homogeneous matter shifts and fix the residual vacuum relation Λ/MN²=q.
Technical statement Variation gives F₄=*1, ⟨R⟩=4ηMP²q and Gμν+ηMP²q gμν=(8π/(ηMP²))(Tμν−⟨T⟩gμν/4). On a maximally symmetric vacuum with MN²=ηMP², Λ/MN²=q. Constant shifts of Lm cancel exactly.
Public statement Direct late-time identification of the compact response with the asymptotic cosmological amplitude additionally requires the regulated non-vacuum trace average to vanish.
Technical statement For connected future-directed exhaustions Mτ with subextensive boundary/edge terms and regulator-independent limit, require ⟨Tnonvac⟩reg=limτ→∞[∫Mτ√−g Tnonvac]/[∫Mτ√−g]=0. Future-eternal asymptotically de Sitter dilution satisfies this standard sufficient regime.
Public statement The proposed gravity-side completion identifies the calculated compact response with the residual cosmological curvature; the late-time amplitude comparison additionally uses GS-03.
Technical statement With q=qcomp inserted into the proposed action, GS-02 gives Λ/MN²=q on a maximally symmetric vacuum. Matching to the measured branch Newton unit yields the residual curvature map; direct asymptotic identification Λ∞/MP²=qcomp additionally assumes GS-03.
Qualifier Separate from the compact calculation. The identification inherits the proposed action and unit pairing; the observational late-time amplitude inherits GS-03.
Limits and open issues If evolving dark energy is established, this flat-ΛCDM inference is not the direct asymptotic quantity predicted by the completion.
Public statement Under the proposed cosmological identification and late-time amplitude condition, the calculated central value differs from the Planck 2018 flat-ΛCDM inference by about 0.4%.
Technical statement The leading value 2.85652154×10⁻¹²² differs from 2.846×10⁻¹²² by about 0.4%, equal to about 0.18 times the quoted observational standard deviation. The 0.18 figure is not a combined significance because theory uncertainty is not assigned.
Full interacting curved-space Standard Model coefficient
Public statement The full interacting curved-space Standard Model coefficient aeff in the precise compact channel remains to be calculated.
Technical statement The leading free-field value aSM is known, and local-RG/interacting-QFT results constrain the structure of corrections, but the paper does not assign a numerical uncertainty to aeff without a complete curved-space Standard Model calculation including running, beta-function/operator mixing and the relevant compact projection.
Quantum gravitational dressing and higher-curvature action shift
Public statement The principal open gravity calculation is the complete source-dependent gravitational dressing and higher-curvature shift of the primitive compact action beyond the Einstein-Hilbert benchmark.
Technical statement The strict leading benchmark is the classical Einstein-Hilbert truncation δB=0. This does not assert a universal canonical determinant value Cgrav=1. Source-dependent determinants, higher-curvature contributions changing the Planck-boundary action, Stokes changes or nonperturbative changes of the selected compact sector can shift the complete primitive exponent; these effects are not fixed by DET-01.
Qualifier The leading benchmark sets the open net correction δB to zero at Einstein-Hilbert order; the physical quantum/higher-curvature shift remains to be calculated.
Public statement At fixed aeff=aSM, the Planck benchmark allows only a few×10⁻² shift in the complete primitive action.
Technical statement For q(δB)=q₀e−δB at aeff=aSM, remaining within the quoted Planck 2018 1σ interval requires −0.0161≲δB≲0.0239; the 2σ interval is −0.0356≲δB≲0.0446.
Public statement The leading joint correction depends on the combination δB−ln(aeff/aSM), not on two independently fitted offsets.
Technical statement Relative to the leading benchmark, q/q₀=(aeff/aSM)e−δB; equivalently ln(q/q₀)=ln(aeff/aSM)−δB. The constant-q contours are sensitivity relations between two independently open calculations, not a fit space.
Exact w=-1 observational falsifier of the completion
Public statement The proposed completion gives a spacetime-constant residual source with w=-1; persistent cross-dataset, systematics-robust evidence for evolving dark energy would falsify that cosmological identification while leaving the compact extraction intact.
Technical statement On any fixed branch of GS-02 the residual source is proportional to gμν and has w=-1. DESI/DES evidence for evolution is currently dataset dependent; decisive robust evolution would falsify the proposed global-source identification, not EXT-01 or NUM-01 as compact statements.
Public statement Changes in microscopic field content can move the benchmark through aeff and, if they alter the spin-to-QCD implementation, through new finite interface terms; that sensitivity remains qualitative until the relevant calculations are done.
Technical statement New microscopic degrees of freedom change the protected matter coordinate through the full aeff calculation, and may also change a microscopic realization of QCD-03 or introduce finite cap/interface terms that belong in δB. The paper does not publish a percentage exclusion table as a current result.
Public statement The strict gravitational boundary is sharply testable because any microscopic change of the primitive action moves the prediction exponentially.
Technical statement A parent gravitational theory must reproduce, replace or falsify the boundary-member prescription, exact umax=1 UV-domain normalization and decaying compact contour, and control the complete primitive exponent within the CORR-03 budget if the leading Planck comparison is to remain near its quoted interval. Larger shifts change or falsify the leading benchmark rather than becoming fit parameters.
Source in the paper “Strict compact gravitational channel” and observational tests.
Limits and open issues Alternative boundary conventions or higher-curvature actions are different microscopic outcomes, not statistical variations of one fixed model.
Version history Retained ID but recast around the v2.0 δB budget.
INT-01Derived within proposed completionInterpretation
Residual-curvature interpretation
Public statement In the completed model, the cosmological constant is the residual vacuum curvature fixed by the global-source equation, not a separately observable absolute zero-point-energy sum.
Technical statement Given GS-01/GS-04 and the derived GS-02 field equations, the compact response enters the rigid scalar source while homogeneous matter shifts cancel from the trace-free local equation. The resulting residual vacuum term is metric proportional.
Public statement The 122-decade hierarchy separates into about 103 decades from compact gravity and 19 from the QCD-to-Planck ratio, multiplied by an order-one Standard Model coefficient.
Technical statement From NUM-01, −log10(e−24π²)≈102.87 and −log10(mp/MP)≈19.11; aSM is O(1). The hierarchy is multiplicative rather than a cancellation among large vacuum-energy terms.
Public statement The two suppressions can be rewritten as a single exponential of the sum of two distinct exponents.
Technical statement e−24π²(mp/MP)=exp[−24π²−ln(MP/mp)]. This is an algebraic rewriting of the gravitational and QCD hierarchies, not evidence that they arise from one thermal or microscopic process.
INT-04Standard identity applied to selected sectorInterpretation
Compact action-de Sitter entropy identity
Public statement For the round compact saddle, the magnitude of the classical Euclidean action equals its de Sitter entropy; with the selected damped orientation the weight is e^(−SdS).
Technical statement For the round de Sitter saddle, |SEH|=3πMP²/Λ=SdS. Under SAD-02 and the selected SAD-04/SAD-07 endpoint-member prescription, SdS=24π² and the classical weight is e−SdS=e−24π².
Specified compact channel closes the leading numerical chain
Public statement The construction closes the leading compact numerical chain while isolating, rather than hiding, the premise and gravitational selections on which it depends.
Technical statement The chain supplies a protected matter coordinate, a derived primitive geometric unit, an explicit QCD state-preparation premise with downstream proton response, a specified compact gravitational factor, and a defined factorized compact observable. The cosmological curvature map remains a separate proposed completion.
Relation to trace-free and sequestering approaches
Public statement The compact response acts as a candidate selector for the scalar residual that trace-free and sequestering formulations leave undetermined.
Technical statement GR-02 gives the trace-free local equation and an undetermined scalar mode; within the proposed GS-01/GS-04 completion, GS-02 assigns that mode through qcomp. This is structurally close to global-variable/sequestering approaches but uses a different source value.
Microscopic parent-theory derivation-or-falsification test
Public statement The construction exposes a finite set of quantities for a microscopic parent theory to compute; the parent can derive the channel or rule it out.
Technical statement A microscopic completion must address the full interacting aeff; derive or replace QCD-03; derive, replace or falsify the boundary-member prescription, exact umax=1 UV-domain normalization and decaying compact contour; compute source-dependent quantum/higher-curvature corrections within the δB budget; and derive the global source law/unit pairing together with the late-time amplitude condition. Different results change or falsify the channel rather than provide fit freedom.
Public statement Several pieces of the architecture have independent support or close structural precedents, but none of those literature relations is a dependency of the numerical result.
Technical statement Direct architectural support includes leading-order S⁴ dominance in Λ>0 gravitational EFT, primitive-SU(2)/inverse-cosmological-coupling structure in exact canonical gravity and an explicit de Sitter Lefschetz thimble. Broader convergence includes sequestering/global-variable, Euler/four-form, pregeometry/topological-Λ and gravitational-instanton/SM-charge constructions. All are encoded as non-dependency relations.
Public statement The research was developed through human-AI collaboration; the author remains responsible for every published claim.
Technical statement AI systems contributed synthesis, mathematical exploration, consistency testing, literature mapping and rapid iteration. Human judgement set research direction, assumptions, interpretations and publication decisions; AI participation is not scientific evidence for the claims.
Dependencies none
Downstream claims none
Qualifier Method disclosure, not a scientific premise or credibility substitute.
Source in the paper Website Method/About records and author disclosure.
Limits and open issues Operational prompts and internal transcripts are not part of the scientific claim graph.
These v2 archive stubs are not nodes in the canonical v2 dependency graph. Their full historical statements, dependencies and version histories resolve by archive_source_id to the retained final v1.6 claim register at /downloads/cc-claim-register-v1.6.json, which remains the named archival source rather than being duplicated into the current canonical object.
FOLD-01Archived · v1
Midpoint/fixed-plane scale h_*²=m_pM_P
Disposition in the current release Superseded. The midpoint/fold is absent from the v2.0 canonical chain.
FOLD-02Archived · v1
Two-part paired-cap matching hypothesis
Disposition in the current release Superseded. Replaced by the explicit QCD state-preparation premise QCD-03 plus downstream spectral response.
NORM-01Archived · v1
Paired-cap cancellation of source-independent determinants
Disposition in the current release Superseded. v2.0 instead states DET-01: no canonical absolute determinant constant; physical source-dependent dressing is CORR-02.
NORM-02Archived · v1
Paired-cap residual determinant/open sector record
Disposition in the current release Superseded by DET-01 and CORR-02.
QCD-02Archived · v1
Selected proton endpoint by candidate criteria
Disposition in the current release Superseded by QCD-03/QCD-04/QCD-05. In v2.0 the proton is not selected by a scored candidate list; it is the spectral floor once the B=1 sector is prepared.
SAD-05Archived · v1
Reduced zero-mode finiteness test
Disposition in the current release Archived v1 technical record; not a load-bearing canonical v2.0 claim.
SRC-00Archived · v1
One-cap Einstein curvature-charge source coordinate
Disposition in the current release Superseded. The v2.0 proton response uses TRC-01/QCD-05; the normalized matter composite is MAT-01.
SRC-01Archived · v1
Curvature-charge response h²/M_P²
Disposition in the current release Superseded with SRC-00; not part of v2.0.
Archival source ARCH-V1.6-CLAIMS. Final v1.6 claim register · cc-claim-register-v1.6.json (44 records) · immutable archival source. SHA-256 097f774cdd69fa8829d23a957b8a881f720e559e0aa6030600c473e47f13812c (computed from the retained byte-stable export at build). It is the authority for full v1 claim statements; v1 claim qualifiers and dependencies; v1 claim version histories; reconstruction of superseded v1 claim records.