Resumen
This work presents the subtraction argument for transcendent universals, i.e., for universals that are not instantiated. The argument depends on two main premises: (i) the contingency of the different instantiations of a universal, and (ii) the ontological independence between these instantiations. By the first premise one can postulate metaphysically possible worlds where given instantiations of a universal are subtracted. One can consider, then, a possible world where only one object instantiates a universal. By the principle (ii) of independence, construed in a particular way, one can postulate in this point a possible world where no object instantiates the universal. It is contended that the independence thesis (ii) is too strong for the defender of immanent universal, who can construe it in a milder guise, compatible with the generic dependence of universals to having some or other instance.
| Idioma original | Español |
|---|---|
| Páginas (desde-hasta) | 263-279 |
| Número de páginas | 17 |
| Publicación | Kriterion (Brazil) |
| Volumen | 53 |
| N.º | 125 |
| DOI | |
| Estado | Publicada - jun. 2012 |
| Publicado de forma externa | Sí |
Palabras clave
- David M. Armstrong.
- Posible worlds
- Principle of independence
- Transcendent universals
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