This short note records the public scope, non-claims, and technical gatekeeping structure for a narrowed research programme around reduced-history constraint-rarity. It is intended as a cautious companion note to the finite-dimensional Paper A working draft, not as an independent foundations theory or physical-implications paper. The note explains why the current externally defensible technical core is limited to finite-dimensional reduced-history constraint-rarity and the associated no-inference discipline. It also records that broader modules concerning history weighting, measurement and record bookkeeping, recoverability, and future record-capacity tests remain internal diagnostic workstreams unless and until they produce concrete calculations, theorems, compatibility results, or explicit failure modes. The note explicitly does not claim a physical selector, a Born-rule derivation, a solution of the measurement problem, a no-signaling theorem from whole-history language, a derivation of Pauli structure, a reinterpretation of QCD, a cosmological relic explanation, a black-hole viability principle, or a completed closure loop. Its purpose is claim control: to make clear how the current narrow mathematical working draft relates to earlier broader priority and roadmap records, and to state what kinds of future technical gates would be required before any broader physical interpretation could become public-facing.This note is a short public claim-control and roadmap companion to Paper A. It is not a physical-implications paper and should not be read as a complete foundations theory.
This short note records the public scope, non-claims, and technical gatekeeping structure for a narrowed research programme around reduced-history constraint-rarity. It is intended as a cautious companion note to the finite-dimensional Paper A working draft, not as an independent foundations theory or physical-implications paper. The note explains why the current externally defensible technical core is limited to finite-dimensional reduced-history constraint-rarity and the associated no-inference discipline. It also records that broader modules concerning history weighting, measurement and record bookkeeping, recoverability, and future record-capacity tests remain internal diagnostic workstreams unless and until they produce concrete calculations, theorems, compatibility results, or explicit failure modes. The note explicitly does not claim a physical selector, a Born-rule derivation, a solution of the measurement problem, a no-signaling theorem from whole-history language, a derivation of Pauli structure, a reinterpretation of QCD, a cosmological relic explanation, a black-hole viability principle, or a completed closure loop. Its purpose is claim control: to make clear how the current narrow mathematical working draft relates to earlier broader priority and roadmap records, and to state what kinds of future technical gates would be required before any broader physical interpretation could become public-facing.This note is a short public claim-control and roadmap companion to Paper A. It is not a physical-implications paper and should not be read as a complete foundations theory.
This public claim-control working paper studies candidate-history proposals that first define an admissible set of histories by a closure, consistency, or admissibility predicate. It asks what, if anything, follows probabilistically from that admissible set alone. In the terminology of the prior B1/S0 guardrails, the answer is negative: an admissibility layer is not yet a probability layer. B2 is therefore a no-go and audit-taxonomy paper for closure-only probability claims. It does not derive the Born rule, define a physical selector, solve Bell/no-signaling, supply an actualization rule, prove empirical equivalence to standard quantum mechanics, validate RRCF, Complete-History Selection, or any candidate-history framework, or propose an experimental residual. Its limited purpose is to state what an admissible set of candidate histories does not yet license, and to classify which additional probability-layer structures a later positive proposal would have to declare. The central negative claim is that admissibility is not probability. If a proposal defines an admissible class of candidate histories, then it has supplied an admissibility layer, not a probability layer. Any later probability claim needs an additional declared probability object, for example a countably additive baseline measure, a conditioning rule, a weighting principle with reference measure, a stochastic kernel, or an operational map, together with separate Born/no-signaling/no-hidden-postselection checks over the final operational law. B2 records four modest no-go claims: an admissible set alone does not determine a probability measure; conditioning on admissibility is not a derivation of probability; unconstrained reweighting is not automatically no-signaling; and sector-internal record consistency does not determine external sector weights. A short RRCF special-case audit template is included only to state the corresponding probability-gap result for record-reconstruction closure. It is not a construction of a physical RRCF criterion and does not supply a probability law, selector, actualization rule, Born derivation, GR/QFT unification, or prediction.This is Paper B2 v0.2e in the public guardrail chain A -> D1 -> B1 -> C0 -> S0 -> B2. It is a public claim-control working paper and no-go/audit-taxonomy note. It is not a positive probability theory and does not validate RRCF, Complete-History Selection, or any candidate-history framework.
Paper D1 is an operational response to a no-inference guardrail in reduced-history toy models: structured rarity in a reduced or coarse representation does not by itself justify a physical selector claim. D1 treats access maps, readout projections, clocks, basins, decoders, and error tolerances as declared protocol data and reports only sampled-time lower bounds on recoverable records within those protocols. The associated computational artifact, D1 v0.5c, implements a finite classical occupation-Markov benchmark comparing spinless fermions, hard-core bosons, and soft-core boson controls at the level of classical occupation configurations. The first small diagnostic scans show that recoverable-record lower bounds vary across declared access, clock-normalization, record-window, and error-tolerance protocols. These observations support the benchmark infrastructure. They do not establish a physical selector, a Born-rule derivation, a matter-species ranking, emergent spacetime, gravity, or an experimental prediction.This is a Zenodo working-paper version for the D-line of the Complete-History / Record-Capability programme. It is not a physical result paper, not a selector theory, and not an experimental prediction. The associated computational artifact remains D1 v0.5c; this record introduces no new computational scan beyond that artifact.
Paper B1 is a guardrail and bookkeeping working paper for complete-history-style candidate-history frameworks. It clarifies that selector language, where retained at all, should be treated only as legacy terminology for a possible model-relative closure/admissibility framing, not as a physical mechanism or within-world selection process. The paper separates five ledgers that are often conflated: candidate histories, closure/admissibility, probability or weighting structure, operational readout/record constraints, and diagnostic gates such as Born compatibility, no-signaling, and Bell-assumption bookkeeping. Its central formal point is that a closure condition C_closure may define an admissible set H_adm = {h in H_cand : C_closure(h)=1}, but this admissible set does not by itself define a probability law. B1 follows the reduced-history no-inference guardrail of Paper A and imports from D1 only the declared-access/readout/record discipline. It does not use D1 as evidence for a physical selector, closure law, probability principle, Born-rule derivation, Bell/no-signaling result, or experimental prediction. Decoherence, consistent histories, and Everettian branch language are discussed only to separate branch/record stability from admissibility, probability, and single-history actualization. The paper is not a physical model, not a replacement for quantum mechanics, not a Born-rule derivation, not a Bell/no-signaling solution, and not a prediction paper. It is a claim-control layer for later work.This is Paper B1 v0.3 in the Complete-History / Record-Capability working-paper sequence. It is a guardrail and bookkeeping paper only. It introduces no physical selector, no probability law, no Born-rule derivation, no Bell/no-signaling result, no quantum-mechanics replacement, and no experimental prediction. The uploaded source ZIP contains the LaTeX source for the working paper; SHA256SUMS.txt provides file-integrity hashes for the uploaded PDF and source archive.
S0 v0.2a is a claim-control and declaration-ledger synthesis of four published guardrail papers in the Complete-History / Record-Capability sequence. Its purpose is not to propose a physical selector, probability law, Born-rule derivation, single-outcome actualization rule, measurement-problem solution, Bell/no-signaling result, or experimental prediction. Instead, S0 formulates a reusable ledger for separating representation, access/readout, record availability, admissibility, probability/weights, operational frequencies, Born/no-signaling gates, and actualization claims in candidate-history-type proposals. The synthesis organizes the public A-D1-B1-C0 sequence into four negative guardrails: reduced or coarse history structure is not a physical selector; recoverable-record diagnostics are protocol-relative; closure/admissibility is not a probability law; and decohered alternatives, accessible records, single-outcome actualization, and Born-compatible probability laws are distinct notions. The paper introduces a declaration profile, layer ledger, no-automatic-arrows rule, claim-license table, worked audit example, and claim-status classification for proposals that make stronger physical-selector, probability, Born-compatibility, record-actualization, or operational-testability claims. Passing the S0 ledger is not evidence that a proposal is true, empirically adequate, dynamically complete, or physically selected. It only means that the proposal has separated the relevant claim layers and made its additional assumptions or bridge principles explicit enough to be evaluated.This is Synthesis Paper S0 v0.2a in the Complete-History / Record-Capability working-paper sequence. It is a claim-control / declaration-ledger paper only. It introduces no physical selector, no probability law, no Born-rule derivation, no Bell/no-signaling result, no actualization rule, no quantum-mechanics replacement, and no experimental prediction. The uploaded source ZIP contains the LaTeX source. SHA256SUMS.txt provides file-integrity hashes for the uploaded PDF and source archive.
D2/R1 stands for Paper D2 / Reconstruction Module 1, with R meaning Reconstruction. This public working paper introduces a finite fixed-law Z2 lattice-gauge toy lab for access-limited record-reconstruction diagnostics. The goal is not to infer physics from a reduced model, but to make a record-reconstruction diagnostic explicit, reproducible, quotient-aware, and failure-capable in a declared finite law. For each protocol, the companion artifact specifies a finite record map, target map, quotient convention, exact inverse-bucket diagnostic decoder, and failure convention, and then exhaustively reports whether the declared finite-toy target is singleton-reconstructible or fails explicitly as no_record, underdetermined, aliasing, quotient_fail, or wrong. In the declared 2x3 torus, plaquette-only records leave four compatible orbit-label targets per record bucket; adding the two declared global closed-loop values makes the inverse target buckets singleton under the declared protocol; dropping one global loop restores ambiguity. The same finite rank/bucket diagnostic pattern is observed at a second declared finite size, the 3x3 torus. These are fixed-law finite-toy diagnostics only. The paper does not define a probability measure, Born rule, no-signaling law, actualization rule, physical selector, quantum-gravity model, or experimental prediction.
This work examines a specific premise in the black-hole information problem: the assertion that complete quantum evolution preserves arbitrary initial quantum distinctions through the full formation and evaporation of an actual four-dimensional black hole possessing a genuine event horizon. The paper does not argue that fundamental information destruction occurs. It does not reject unitary quantum mechanics or the substantial mathematical progress represented by holography, quantum error correction, entanglement islands, replica wormholes, Page-curve calculations, asymptotic observable algebras, or gravitational reconstruction. Instead, it asks what establishes that the scope of such results reaches the complete physical black-hole process for which global preservation is asserted. For a registered ordinary future-directed causal route from strictly inside a genuine event horizon to the stipulated exterior future, the event-horizon and Structural Flow translation premises imply that ordinary outward Cascade and same-route Authorization do not occur. This route result does not determine the global fate of quantum information. The restricted horizon-facing premises entail neither guaranteed global quantum-information preservation nor fundamental global information destruction. The complete physical fate therefore remains dependent on additional physics-owned premises. The work distinguishes global preservation from restricted exterior recoverability. A preservation claim must specify the physical target process, admitted quantum input family, governing dynamics, physically complete output system, relevant quantum-coherence burden, and applicability of the mathematical result to the actual gravitational regime being claimed. Recovery from Hawking radiation alone is not privileged as the only admissible proof route, and inability to recover information from a restricted radiation subsystem is not sufficient to establish fundamental loss. A public falsification and reopening protocol accompanies the paper. It separates model- and code-level advances, physical preservation or loss results, event-horizon domain-translation failures, and genuine foundational Structural Flow counterderivations. A black-hole-specific failure does not automatically reopen universal Structural Flow, the Universal Kernel, or the TOE. The release also includes a machine companion and a consolidated Lean formal append evaluated with the unchanged Structural_Flow_Universal_Kernel_v1.0.lean. The supplied Lean Web execution record reported all 68 expected theorem checkpoints from the integrated source with no compiler errors reported. The consolidated BH-EH source contains 69 theorem declarations. Machine closure is explicitly limited to the encoded conditional logical scope. The formal layer does not establish the existence of an actual event horizon, the physical validity of the Structural Flow translation, complete quantum-gravitational dynamics, or the global information fate of real black holes. This coordinated package contains the scientific anchor, public falsification/reopening protocol, machine companion, scoped BH-EH formal append, and frozen Universal Kernel.