CONSTANTS ONTOLOGY – Paper A - Root Constants and the Ontology of Physical Law A Coherence-Closure Stratification of Invariance, Recursion and Measurement

Physical constants are usually treated as empirical parameters whose values must be measuredrather than derived. This paper proposes that this treatment is incomplete because it assumes that all constants belong to the same ontological class. We introduce a stratified theory of constants within the coherence-closure framework, distinguishing root constants, recursive constants, compound constants, transcendental constants, and empirical constants. Root constants are not physical measurements but invariance conditions that make emergence,dimensionality, temporality, observation, quantum coherence, and self-reference possible. Recursive constants arise when these root invariants undergo repeated modulation acrossemergence layers. Compound constants stabilize relations among already-emerged domains,such as energy, entropy, temperature, and action. Transcendental constants encode mathematical closure operations such as rotation, growth, proportion, and scaling. This classification reframes constants not as unexplained numerical givens but as signatures ofemergence, closure, and recursive projection. The result is an ontological foundation for a later derivation program in which physical constants may be understood as projected consequences of deeper invariance structure.

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Publication Details

Journal
Zenodo (CERN European Organization for Nuclear Research)
Published
2026-04-16
DOI
https://doi.org/10.5281/zenodo.19600788
Primary Topic
Quantum Mechanics and Applications
Type
article
Field-Weighted Citation Impact
0.00
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article

CONSTANTS ONTOLOGY – Paper A - Root Constants and the Ontology of Physical Law A Coherence-Closure Stratification of Invariance, Recursion and Measurement

Philip Lilien
Zenodo (CERN European Organization for Nuclear Research)
Quantum Mechanics and Applications
article

CONSTANTS ONTOLOGY – Paper A - Root Constants and the Ontology of Physical Law A Coherence-Closure Stratification of Invariance, Recursion and Measurement

Philip Lilien
article en

Abstract

Physical constants are usually treated as empirical parameters whose values must be measuredrather than derived. This paper proposes that this treatment is incomplete because it assumes that all constants belong to the same ontological class. We introduce a stratified theory of constants within the coherence-closure framework, distinguishing root constants, recursive constants, compound constants, transcendental constants, and empirical constants. Root constants are not physical measurements but invariance conditions that make emergence,dimensionality, temporality, observation, quantum coherence, and self-reference possible. Recursive constants arise when these root invariants undergo repeated modulation acrossemergence layers. Compound constants stabilize relations among already-emerged domains,such as energy, entropy, temperature, and action. Transcendental constants encode mathematical closure operations such as rotation, growth, proportion, and scaling. This classification reframes constants not as unexplained numerical givens but as signatures ofemergence, closure, and recursive projection. The result is an ontological foundation for a later derivation program in which physical constants may be understood as projected consequences of deeper invariance structure.

Zenodo (CERN European Organization for Nuclear Research)
University Foundation (BE)
Peace, Justice and strong institutions
Openalex Percentile: Top 5%
Quantum Mechanics and Applications
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