Defines the observer in quantum mechanics, resolving the measurement problem and explaining key concepts.
Quantum mechanics has operated for a century without a formal definition of the observer. Every interpretation — Copenhagen, many-worlds, pilot wave, QBism, decoherence — either presupposes the observer, brackets it, or dissolves it into environment. None defines it. This paper supplies the missing definition. The observer is a logon: a perception-action dyad ℓ = (p, π), where perception engages the model (wave function) and action produces a determinate carrier (particle). This single identification resolves the measurement problem, explains wave-function collapse, derives the Born rule, accounts for decoherence, and renders every major interpretation either a special case or an unnecessary appendage. The framework requires three definitions and no additional axioms. Collapse is made explicit as a primitive instantiation rule rather than left as an undefined "measurement" primitive. From this, everything follows.
No takes yet. Share an insight, caveat, or question.
Jackson et al. (2026) studied this question.
Synapse has enriched 5 closely related papers on similar clinical questions. Consider them for comparative context: