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Universal Collapse Theory · Tier 1.5 · Bridge

The Schrödinger Reframe

Resolving the Schrödinger Confusion

Jeremy C. Jones  ·  HoldingLight LLC
Version 1.0  ·  2026  ·  CC BY 4.0  ·  DOI 10.17605/OSF.IO/GPYWJ

> *Schrödinger introduced his famous cat not as a discovery but as a > reductio ad absurdum—an argument designed to expose the limits of > applying quantum superposition literally to macroscopic systems. The > thought experiment was meant to be a critique. It became, instead, a > celebration of the very confusion it was meant to dissolve. This paper > locates the source of that confusion: a systematic category error in > which a property of our mathematical descriptions is mistaken for a > property of physical reality. The model requires two states because > the observer does not yet know the outcome. The cat does not. The > universe is always resolving—collapse as continuous record-writing, > with each record reshaping the constraints under which the next > resolution occurs. Superposition is an epistemic condition—a feature > of the observer's relationship to the system—not an ontological > feature of the system itself. Recognizing this distinction dissolves > the apparent paradox without requiring new physics, hidden variables, > or parallel worlds. We are never, and the cat is never, having a > mathematical experience.* > > ***Keywords:** Schrödinger's cat; measurement problem; quantum > measurement; wavefunction; superposition; decoherence; quantum > foundations; interpretations of quantum mechanics; epistemic vs. > ontological*


Locates the measurement paradox in a category error: superposition is a property of the representational layer relative to what has not yet been recorded, not a property of the macroscopic system. A single interpretive claim, not a dynamical one.

Related
WP01 · WP02
Do not read as
A modification to quantum mechanics — the Schrödinger equation and the Born rule remain intact, and no hidden variables or new dynamics are introduced · A denial that quantum probability is nonclassical — the interference structure is real and empirically distinct from classical ignorance over definite states · An argument requiring the wider program — it sits inside it, but is evaluable entirely on its own terms

Jones, Jeremy C. (2026). We Are Never Having a Mathematical Experience: Resolving the Schrödinger Confusion (v1.0). HoldingLight LLC.
https://doi.org/10.17605/OSF.IO/GPYWJ

Archival record: PhilArchive · OSF


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