Persistence and Reidentification in Systems of Identical Quantum Particles: Towards a Post-Atomistic Conception of Matter
However, we presently lack a coherent conception of matter composed of entities that do not possess one or both of these fundamental characteristics. We also lack a clear a priori understanding of why systems of identical particles (as opposed to non-identical particles) require special mathematical treatment, and this only in the quantum mechanical (as opposed to classical mechanical) setting.
Here, on the basis of a conceptual analysis of a recent mathematical reconstruction of the quantum symmetrization procedure [1, 2], I argue that the need for the symmetrization procedure originates in the confluence of identicality and the active nature of the quantum measurement process [3]. I propose a conception in which detection-events are ontologically primary, while the notion of individually persistent object is relegated to merely one way of bringing order to these events. On this basis, I describe a new interpretation of the symmetrization procedure, which gives a new physical interpretation to the indices in symmetrized states and to non-symmetric measurement operators, and may provide a new approach to the vexing question of entanglement in identical particle systems.
[1] P. Goyal, Informational approach to the quantum symmetrization postulate, New Journal of Physics 17 013043 (2015)
https://iopscience.iop.org/article/10.1088/1367-2630/17/1/013043
[2] P. Goyal, Persistence and nonpersistence as complementary models of identical quantum particle, New Journal of Physics 21 063031 (2019)
https://iopscience.iop.org/article/10.1088/1367-2630/ab152b
[3] P. Goyal, Persistence and Reidentification in Systems of Identical Quantum Particles: Towards a Post-Atomistic Conception of Matter (2023)
http://philsci-archive.pitt.edu/21849/
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