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Quantum, Regional, and Global Regimes in Informational Mechanics — The Three-Legged Stool (IM-J003, v0.3)

Anders Nils Gunnar Widgren

Published Jan 23, 2026• 0 citations
Publisher

Abstract

This document is part of the Informational Mechanics (IM) framework and is published alongside the first public wave of IM papers. This non-authoritative technical note synthesizes the quantum, regional, and global regime analyses presented in IM-F001, IM-F001, and IM-F003. Using 2n integrative metaphor, it clarifies why multiple regimes are required for conceptual stability and why no single regime can be elevated to universal status. It introduces no new claims.

DOI
10.5281/zenodo.18349988

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This document is part of the Informational Mechanics (IM) framework and is published alongside the first public wave of IM papers. This non-authoritative technical note synthesizes the quantum, regional, and global regime analyses presented in IM-F001, IM-F001, and IM-F003. Using 2n integrative metaphor, it clarifies why multiple regimes are required for conceptual stability and why no single regime can be elevated to universal status. It introduces no new claims.
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This paper is part of the Informational Mechanics (IM) framework, a coherence- and admissibility-based approach to physical description. The document is published as part of the first public wave of IM papers, establishing the canonical axioms, scope discipline, and foundational claim boundaries of the framework. This work states the axioms and foundational commitments of Informational Mechanics, formulated within the admissible mathematical domain defined in IM-B001. It introduces no regime models, experiments, or applications.
This paper is part of the Informational Mechanics (IM) framework, a coherence- and admissibility-based approach to physical description. The document is published as part of the first public wave of IM papers, establishing the mathematical and axiomatic basis on which downstream regime models and interpretations are built. This work defines the admissible mathematical domain used throughout Informational Mechanics, including bounded local variation and admissible limits. It introduces no physical axioms, interpretations, particles, or modified dynamics.
This document is part of the Informational Mechanics (IM) framework and is published as a non-authoritative interpretive registry in the IM v0.3 corpus. The paper assembles and classifies a canonical list of “giant questions” in contemporary physics. It provides a structured orientation to which questions are scientifically admissible, which are conceptually unresolved, which are historically resolved yet persist in discourse, and which are inadmissible due to category errors or lack of operator-defined observability. Version 0.3 consolidates IM-K003 as the authoritative reference index for the canonical IM-100 registry.The IM-100 membership remains fixed at 100 questions (no additions or removals). This version introduces a categorized identifier scheme (Qn → <CATEGORY>-Qn) while preserving canonical numbering. In addition, 23 supplemental questions are included beyond the IM-100 registry to extend structural coverage in quantum measurement, effective-theory structure, and regime-level admissibility analysis. Within the IM-100 set, seven classifications are updated relative to v0.1 (one substantive reclassification; six refinements/strengthening clarifications). The document introduces no new axioms, models, mechanisms, experiments, or physical claims. It is intended as a navigational and clarificatory reference rather than a source of physical results.
This document is part of the Informational Mechanics (IM) framework and is published in the IM-D (Core Physics) series within the IM v0.3 corpus. The paper analyzes the status of unitary evolution when physical description crosses regime boundaries. While unitary time evolution is well-defined within admissible geometric regimes, its extension across inadmissible regime transitions is shown to lack structural derivability unless operator-defined state continuity can be physically implemented. Building on the regime-limited validity arguments of IM-C003 and the operator criteria formalized in IM-E001, the paper demonstrates that global unitarity cannot be presumed as an ontological default. Instead, unitary evolution must be treated as a regime-bound statement whose validity depends on the continued implementability of the operators required to define and compare physical states. The analysis introduces no new axioms, dynamical models, or empirical fits. Its contribution is structural: to clarify the admissibility conditions under which claims of global state continuity remain scientifically meaningful and to show why cross-regime extrapolations of unitarity constitute a category error when operator-access fails. Downstream empirical and simulation-based evaluation of regime transitions is addressed in the IM-G series.
This paper is part of the Informational Mechanics (IM) framework, a coherence- and admissibility-based approach to physical description. The document is published as part of the first public wave of IM papers, providing a regime-based phenomenological bridge to established quantum-mechanical observations. This work presents a quantum-regime model in which quantum phenomenology arises when geometric bookkeeping becomes inadmissible under low coherence, requiring operator-defined relations as the primary physical content. No hidden variables or modified quantum dynamics are introduced.