Shape Dynamics
Apr 18, 2019 - 00:32:28
Radio and PodcastLive Radio & PodcastsThomas Pashby (Pittsburgh) gives a talk at the MCMP Colloquium (28 May, 2014) titled "Against Dogma: Locality, Conditionalisation, and Collapse in Relativistic Quantum Mechanics". Abstract: I argue here against the wides...
Against Dogma: Locality, Conditionalisation, and Collapse in Relativistic Quantum Mechanics is an episode from MCMP – Philosophy of Physics by MCMP Team. Thomas Pashby (Pittsburgh) gives a talk at the MCMP Colloquium (28 May, 2014) titled "...
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Published Apr 18, 2019, 00:54:39 long, audio available.
Thomas Pashby (Pittsburgh) gives a talk at the MCMP Colloquium (28 May, 2014) titled "Against Dogma: Locality, Conditionalisation, and Collapse in Relativistic Quantum Mechanics". Abstract: I argue here against the widespread view (due to David Malament) that the non-commutativity of non-instantaneous localisation projections implies the existence of act-outcome correlations in relativistic QM. There are two facets to my argument: first, I claim that the interpretation of collapse as a process brought about by the experimenter is mistaken; second, I contend that a fully relativistic model should not condition on the occurrence of spacelike separated instantaneous events. This leaves the door open to define a relativistically invariant (but non-commuting) system of localization, which I interpret in terms of conditional probabilities for the occurrence of events. In accord with Tumulka (2009), I conclude that non-local correlations of events in a relativistic quantum theory need not imply the sort of action at a distance that worries Malament (1996).
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Against Dogma: Locality, Conditionalisation, and Collapse in Relativistic Quantum Mechanics is an episode from MCMP – Philosophy of Physics by MCMP Team.
This episode is 00:54:39 long.
This episode was published on Apr 18, 2019.
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Against Dogma: Locality, Conditionalisation, and Collapse in Relativistic Quantum Mechanics is from MCMP – Philosophy of Physics by MCMP Team.
Published Apr 18, 2019 and 00:54:39 long