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Physicalism Without Fundamentality

Erkenntnis 87 (4):1975-1986 (2022)

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  1. Quantum computation and the untenability of a “No fundamental mentality” constraint on physicalism.Christopher Devlin Brown - 2022 - Synthese 201 (1):1-18.
    Though there is yet no consensus on the right way to understand ‘physicalism’, most philosophers agree that, regardless of whatever else is required, physicalism cannot be true if there exists fundamental mentality. I will follow Jessica Wilson (Philosophical Studies 131:61–99, 2006) in calling this the 'No Fundamental Mentality' (NFM) constraint on physicalism. Unfortunately for those who wish to constrain physicalism in this way, NFM admits of a counterexample: an artificially intelligent quantum computer which employs quantum properties as part of its (...)
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  • A Problem for Extensional Articulations of Physicalism.Christopher Devlin Brown - forthcoming - Erkenntnis:1-8.
    Extensional articulations of physicalism define what it means to be physical relative to the properties of a set of entities, such that physicalism is true if the fundamental properties which compose the entities in this set are the same sorts of fundamental properties which compose everything that exists. Here I present a novel problem for these articulations of physicalism: they are consistent with phenomenal idealism, which is the view that only phenomenal properties exist. Under this view, paradigm physical objects such (...)
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  • Physicalism, Infinite Decomposition, and Constitution.Torin Alter, Sam Coleman & Robert J. Howell - 2022 - Erkenntnis (4):1735-1744.
    How could physicalism be true of a world in which there are no fundamental physical phenomena? A familiar answer, due to Barbara Gail Montero and others, is that physicalism could be true of such a world if that world does not contain an infinite descent of mentality. Christopher Devlin Brown has produced a counterexample to that solution. We show how to modify the solution to accommodate Brown’s example: physicalism could be true of a world without fundamental physical phenomena if that (...)
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