Between always some F and never some F there is sometimes an F,
as well as sometimes no F ...
L
material entity is basically defined as always having some portion of matter as a continuant part and immaterial entity never has matter as a continuant part, these would seem to form a covering set for independent continuant. Although defined as disjoint, the pair is not axiomatized as a covering set.
Is this a missing axiom or have I missed a case?
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-- PD Dr. Ludger Jansen Institut für Philosophie Universität Rostock D-18051 Rostock
material entity is basically defined as always having some portion of matter as a continuant part and immaterial entity never has matter as a continuant part, these would seem to form a covering set for independent continuant. Although defined as disjoint, the pair is not axiomatized as a covering set.
Is this a missing axiom or have I missed a case?
--
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