Physicalism and strict implication
Synthese 151 (3):523-536 (2006)
| Abstract | Suppose P is the conjunction of all truths statable in the austere vocabulary of an ideal physics. Then phsicalists are likely to accept that any truths not included in P are different ways of talking about the reality specified by P. This ‘redescription thesis’ can be made clearer by means of the ‘strict implication thesis’, according to which inconsistency or incoherence are involved in denying the implication from P to interesting truths not included in it, such as truths about phenomenal consciousness. Commitment to the strict implication thesis cannot be escaped by appeal to a posteriori necessary identities or entailments. A minimal physicalism formulated in terms of strict implication is preferable to one based on a priori entailment | |||||||||
| Keywords | CONCEPTUAL ANALYSIS QUALIA | |||||||||
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Fabrice Correia (2001). Priorean Strict Implication, Q and Related Systems. Studia Logica 69 (3):411-427.
Robert Kirk (1996). Physicalism Lives. Ratio 9 (1):85-89.
Jan Heylen & Leon Horsten (2006). Strict Conditionals: A Negative Result. Philosophical Quarterly 56 (225):536–549.
Robert Kirk (1996). How Physicalists Can Avoid Reductionism. Synthese 108 (2):157-70.
Claudio Cerrato (1994). Natural Deduction Based Upon Strict Implication for Normal Modal Logics. Notre Dame Journal of Formal Logic 35 (4):471-495.
Robert Kirk (1982). Physicalism, Identity, and Strict Implication. Ratio 24 (December):131-41.
Robert Kirk (2001). Nonreductive Physicalism and Strict Implication. Australasian Journal of Philosophy 79 (4):544-552.
Robert Kirk (1996). Strict Implication, Supervenience, and Physicalism. Australasian Journal of Philosophy 74 (2):244-57.
Jürgen Schröder (2006). Physicalism and Strict Implication. Synthese 151 (3):537 - 545.
Jurgen Schroder (2006). Physicalism and Strict Implication. Synthese 151 (3):537-545.
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