Relational observables, quiddities, and structural realism

Abstract In this article, I argue that modern spacetime physics causes problems for a number of traditional accounts of modality, but also offers important new ideas about the connection between modal and non-modal features of reality. I suggest that recent work on relational observables in general relativity and quantum gravity can help us understand how non-modal features of reality could arise from modal features of reality within some form of modal ontic structural realism. In particular, I argue that the notion of an ‘internal view,’ as employed in the partial/complete observables formalism and the quantum reference frame formalism, is an important conceptual insight which can help address outstanding problems in the philosophy of lawhood and modality.

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Publication Details

Journal
Synthese
Published
2025-08-14
DOI
https://doi.org/10.1007/s11229-025-05190-5
Primary Topic
Quantum Mechanics and Applications
Type
article
Field-Weighted Citation Impact
0.00

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article

Relational observables, quiddities, and structural realism

Emily Adlam
Synthese
Quantum Mechanics and Applications
article

Relational observables, quiddities, and structural realism

Emily Adlam
article en

Abstract

Abstract In this article, I argue that modern spacetime physics causes problems for a number of traditional accounts of modality, but also offers important new ideas about the connection between modal and non-modal features of reality. I suggest that recent work on relational observables in general relativity and quantum gravity can help us understand how non-modal features of reality could arise from modal features of reality within some form of modal ontic structural realism. In particular, I argue that the notion of an ‘internal view,’ as employed in the partial/complete observables formalism and the quantum reference frame formalism, is an important conceptual insight which can help address outstanding problems in the philosophy of lawhood and modality.

SyntheseVol. 206(2)
Chapman University (US)
John Templeton Foundation
Openalex Percentile: Top 81%
Quantum Mechanics and Applications
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