Temporal Ontology and Non-Markovian Quantum Dynamics

Recent arguments in favor of Presentism leverage Markovianity, the principle of the future’s events being able to be determined/influenced only by current events (and sufficiently near events). These approaches, however, leave the room open for objections centered around recent speculative non-Markovian foundations of our physical theories. Using insights from Builes and Impagnatiello’s argument and drawing on recent quantum foundations, I explore how non-Markovian quantum dynamics may constrain metaphysical accounts of time. I compare rough versions of Eternalism and Presentism in their ability to accommodate temporally extended correlations and motivate further development with explicit treatment of non-Markovian physics in the metaphysics of time.

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Publication Details

Journal
Philosophies
Published
2026-03-22
DOI
https://doi.org/10.3390/philosophies11020045
Primary Topic
Philosophy and Theoretical Science
Type
article
Field-Weighted Citation Impact
0.00
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article

Temporal Ontology and Non-Markovian Quantum Dynamics

Hong Joo Ryoo
Philosophies
Philosophy and Theoretical Science
article

Temporal Ontology and Non-Markovian Quantum Dynamics

Hong Joo Ryoo
article en

Abstract

Recent arguments in favor of Presentism leverage Markovianity, the principle of the future’s events being able to be determined/influenced only by current events (and sufficiently near events). These approaches, however, leave the room open for objections centered around recent speculative non-Markovian foundations of our physical theories. Using insights from Builes and Impagnatiello’s argument and drawing on recent quantum foundations, I explore how non-Markovian quantum dynamics may constrain metaphysical accounts of time. I compare rough versions of Eternalism and Presentism in their ability to accommodate temporally extended correlations and motivate further development with explicit treatment of non-Markovian physics in the metaphysics of time.

PhilosophiesVol. 11(2)
Johns Hopkins University (US), Johns Hopkins Medicine (US), University of Baltimore (US)
Reduced inequalities
Openalex Percentile: Top 16%
Philosophy and Theoretical Science
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