This release presents the author-certified reference version of the Unified Coherence–Entropy Collapse (QCE) framework, describing quantum-consciousness collapse dynamics governed by entropy, Fisher information, and coherence constraints, with explicit falsifiability and reproducibility protocols. This deposit is associated with U.S. Provisional Patent Application No. 63/945,292 (filed 19 Dec 2025). This Zenodo record is provided for scholarly citation and scientific recordkeeping. It does not indicate that any patent has been granted and does not grant any license to practice any invention; patent rights, if any, are governed solely by applicable law and issued claims, if ever granted. This work introduces a formally defined coherence–entropy control variable and associated mathematical framework intended for independent falsification and validation. The paper presents explicit definitions, derivations, and testable predictions designed to support replication, simulation, and experimental evaluation by third parties. The contribution is purely scientific in scope. It does not describe a commercial product, implementation, or applied system. Instead, it provides a theoretical construct and validation pathway suitable for academic review, preregistration-style analysis, and institutional replication efforts. The work is assigned a DOI to support citation, versioning, and scholarly reference. The work is released to support open scientific scrutiny, error discovery, and independent verification.
This release presents the author-certified reference version of the Unified Coherence–Entropy Collapse (QCE) framework, describing quantum-consciousness collapse dynamics governed by entropy, Fisher information, and coherence constraints, with explicit falsifiability and reproducibility protocols. This deposit is associated with U.S. Provisional Patent Application No. 63/945,292 (filed 19 Dec 2025). This Zenodo record is provided for scholarly citation and scientific recordkeeping. It does not indicate that any patent has been granted and does not grant any license to practice any invention; patent rights, if any, are governed solely by applicable law and issued claims, if ever granted. This work introduces a formally defined coherence–entropy control variable and associated mathematical framework intended for independent falsification and validation. The paper presents explicit definitions, derivations, and testable predictions designed to support replication, simulation, and experimental evaluation by third parties. The contribution is purely scientific in scope. It does not describe a commercial product, implementation, or applied system. Instead, it provides a theoretical construct and validation pathway suitable for academic review, preregistration-style analysis, and institutional replication efforts. The work is assigned a DOI to support citation, versioning, and scholarly reference. The work is released to support open scientific scrutiny, error discovery, and independent verification.
This record contains version 2 of the preprint “Identifiability Limits in Experimental Tests of Quantum Collapse.” It supersedes the conceptually broader first version deposited under DOI 10.5281/zenodo.19617199 and substantially revises the framing, formal results and experimental analysis. The paper formulates experimental tests of objective-collapse dynamics as an operational identifiability problem. It shows that finite accessible CPTP process statistics cannot uniformly distinguish fundamental nonunitarity from an unrestricted unitary-environment dilation. It then separates visibility loss, record formation and global measurement access, and derives a nuisance-profiled Fisher-information criterion for determining when complementary measurement channels jointly identify a shared collapse-parameter vector. A four-arm matched-control architecture is proposed that combines baseline stability, coherent reversibility, calibrated decoherence, durable-record formation and at least one independent side-effect channel. The result is a falsifiable experimental decision framework and a boundary on what accessible data can establish; it is not presented as an ontological solution of the quantum measurement problem. A major technical revision is available as version 3 under DOI 10.5281/zenodo.22072199. This record contains version 2 of the preprint “Identifiability Limits in Experimental Tests of Quantum Collapse.” It supersedes the conceptually broader first version deposited under DOI 10.5281/zenodo.19617199 and substantially revises the framing, formal results and experimental analysis. The paper formulates experimental tests of objective-collapse dynamics as an operational identifiability problem. It shows that finite accessible CPTP process statistics cannot uniformly distinguish fundamental nonunitarity from an unrestricted unitary-environment dilation. It then separates visibility loss, record formation and global measurement access, and derives a nuisance-profiled Fisher-information criterion for determining when complementary measurement channels jointly identify a shared collapse-parameter vector. A four-arm matched-control architecture is proposed that combines baseline stability, coherent reversibility, calibrated decoherence, durable-record formation and at least one independent side-effect channel. The result is a falsifiable experimental decision framework and a boundary on what accessible data can establish; it is not presented as an ontological solution of the quantum measurement problem. Files in this record:1. Main preprint PDF.2. Reproducibility package containing the journal-neutral source, editable manuscript, original figures, deterministic calculation and figure-generation code, machine-readable results, citation metadata and SHA-256 checksums. The included calculations are deterministic mathematical and synthetic checks; they are not experimental validation.
This work presents a formal experimental protocol and test framework for evaluating whether physiological coherence variables correlate with quantum collapse probability under controlled conditions. The document does not report completed human experimentation. Instead, it specifies hypotheses, measurable variables, instrumentation requirements, and statistical evaluation criteria intended for independent replication, simulation, or institutional review. No commercial system is described. References to “Fieldborne OS” are symbolic labels for coherence-state configurations and do not represent an implemented product. This record is released to support open scientific scrutiny, preregistration-style analysis, and third-party validation.
Ethical Scope and Use Limitation. This work is intentionally constrained to a diagnostic and evaluative framework. It does not propose, enable, or imply direct control, manipulation, or inducement of physical, cognitive, or informational systems. All algorithmic descriptions and experimental considerations are provided solely for the purpose of falsification, boundary testing, and theoretical clarification. Any interpretation suggesting operational deployment or actionable control lies outside the intended scope of this work. This record contains Part II of the Entropy-Induced Collapse (EIC) model, together with its complete Supplementary Information. Part II reformulates the EIC hypothesis in fully operational terms, focusing on definitions, detection rules, and falsifiable predictions that can be tested using quantum error correction (QEC) logs. All quantities are defined exclusively in terms of experimentally accessible data streams, avoiding reliance on unobservable variables or interpretational assumptions. The main text establishes the logical structure of the framework, including entropy-based proxies, dynamic threshold conditions, collapse classification, and scaling predictions with respect to code distance. The Supplementary Information provides full technical details required for implementation and reproduction, including a complete algorithmic specification, a Python reference implementation, sensitivity and scaling analyses, and detailed experimental protocols compatible with existing quantum computing platforms. Together with Part I, this document defines a fully testable, implementation-ready research framework that connects questions of wavefunction collapse directly to contemporary quantum information experiments. The material is intended for researchers interested in quantum foundations, quantum error correction, and reproducible, data-driven collapse models. Keywords(Suggested keywords) Entropy-induced collapse Quantum measurement problem Quantum error correction Information-theoretic collapse Operational collapse models Wavefunction collapse Reproducible research Quantum foundations
This technical report develops and tests TWMSE Candidate Equation 4A, a phenomenological, threshold-activated model of observer-induced quantum collapse formulated to preserve Born weights and operational no-signalling while producing experimentally distinguishable dynamics. Candidate Equation 4A introduces a branch-sensitive Lindblad term whose activation depends on whether an operationally defined observer record exceeds a specified threshold. The report evaluates the equation’s mathematical consistency, including trace preservation, positivity, Born-weight preservation and operational no-signalling. It also examines individual stochastic trajectories, ensemble behaviour, synthetic count-level parameter recovery, statistical power and the consequences of model misspecification. A retrospective analysis is performed using published fitted GHZ decoherence-rate summaries from two superconducting-qubit studies. This is not an analysis of original laboratory shot-level data. The combined profile analysis finds no robust positive signal for Candidate Equation 4A. Instead, it establishes provisional, threshold-dependent upper limits on the additional collapse rate. Across the report’s primary threshold range of R* = 1–9, the largest pointwise one-sided 95% upper limit is approximately 7.3 × 10³ s⁻¹, while the tightest limit is approximately 3.0 × 10³ s⁻¹ at R* = 8. These are pointwise limits and do not constitute a simultaneous confidence band. The retrospective results therefore constrain but do not favour Candidate Equation 4A. Standard quantum mechanics remains sufficient to describe the analysed GHZ summaries and does so with fewer parameters. Candidate Equation 4A survives this preliminary confrontation only in the limited scientific sense that portions of its parameter space remain unexcluded. This non-exclusion is not evidence that the candidate is correct. The report consequently specifies a dedicated amplify–hold–erase experiment using matched record-forming and coherent-control circuits. The proposed test varies observer-record size, conditional record strength and dwell time while collecting count-level measurement outcomes and contemporaneous calibrations of conventional noise. The protocol is designed to distinguish a threshold-activated observer-record contribution from smooth, conventional decoherence and other experimental effects. A preregistration template, empirical-data schema and data dictionary are supplied so that the proposed experiment can be performed and analysed as an independently reproducible and falsifiable test. The accompanying ZIP archive is the complete, self-contained reproducibility package for the results reported here. It contains the code, simulation data, published GHZ rate summaries used as inputs, derived numerical outputs, documentation, software requirements and integrity checks required to reproduce the reported computational analyses and verify the packaged results. The archive contains: • the complete report in PDF, DOCX and Markdown formats;• deterministic Python reproduction scripts;• results from 500 density-matrix consistency trials;• 250,000 simulated stochastic trajectories;• 14,336 synthetic count-level circuit rows;• synthetic parameter-recovery and statistical-power results;• model-misspecification tests;• the published fitted GHZ rate summaries used in the retrospective analysis;• individual and joint GHZ profile-likelihood results;• prediction grids and report figures;• an empty 37-column template for future empirical raw data;• a data dictionary and preregistration template;• software-environment requirements and citation metadata; and• a SHA-256 manifest for package-integrity verification. The simulated trajectories and synthetic circuit counts are computational data rather than laboratory observations. The included GHZ inputs are published fitted rate summaries and are not original experimental shot counts. No new laboratory data are included, and no empirical discovery claim is made. Successful reproduction verifies that the supplied code generates the reported mathematical checks, simulations and retrospective statistical results. It does not establish that nature follows Candidate Equation 4A, demonstrate observer-induced collapse, or show that TWMSE is empirically preferred over standard quantum mechanics. The physical ideas, TWMSE framework, research direction and scientific interpretation are those of the author. Computational assistance was used for mathematical checking, simulation, statistical analysis, document preparation and reproducibility auditing. The author directed the research and accepts responsibility for the methodology, scientific claims, interpretations and conclusions. Candidate Equation 4A should therefore be understood as an explicit, internally testable and falsifiable phenomenological candidate that has passed the reported mathematical and computational consistency checks, remains compatible with the limited published summaries examined, and now requires the proposed dedicated raw-data experiment for a meaningful empirical test.
Canonical citation: Cite the concept DOI 10.5281/zenodo.18347629 for the record (all versions). When citing a specific snapshot, cite that version DOI (e.g., v1: 10.5281/zenodo.18347630; v2.0: 10.5281/zenodo.18363451). No patent license is granted. This upload provides three integration documents for the Unified Coherence–Entropy Collapse (QCE) scientific record:(1) Backward Integration Ledger (External Prior Art): a citation-hygiene ledger mapping pre-existing literature and standards relevant to coherence, entropy, measurement dynamics, and validation instrumentation;(2) Field-Definition Monograph: a structured, chaptered field scaffold that partitions testable endpoints (Tier 1) from interpretive mechanisms (Tier 2);(3) Falsification Challenge Brief: explicit disproof criteria, failure modes, and replication requirements designed for third-party evaluation. This upload does not disclose an implementation, device schematics, or a commercial system. It is intended to support academic review, independent replication planning, and rigorous scoping of novelty boundaries relative to prior art.
The quantum measurement problem remains unresolved: unitary evolution via the Schrödinger equation cannot account for the emergence of single outcomes. We propose that wave function collapse is a physical process triggered by irreversible recording of which-path information in dissipative structures. The pre-spacetime void, saturated with superposed quantum potential, accumulated virtual energy debt in the absence of observers. The first dissipative structure capable of irreversibly recording outcomes performed the first collapse, initiating the Big Bang and classical spacetime. This framework does not modify the Schrödinger equation but supplements it at the measurement boundary, similar to GRW or Penrose OR models. We further hypothesize that consciousness evolved as an adaptation for efficient pressure regulation, where "pressure" is defined as uncollapsed quantum potential. Complex nervous systems function as superior collapse mechanisms, explaining the correlation between observer complexity and the arrow of time. This model reframes consciousness not as an emergent accident, but as a cosmological imperative for reality maintenance. Testable predictions include differential decoherence rates in biological vs non-biological dissipative systems. Preprint. Version 1.0. June 28, 2026.