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  1. Leibniz's Theory of Bodies: Monadic Aggregates, Phenomena, or Both?Christina Schneider - 2001 - Kriterion: Journal of Philosophy 42 (104):33-48.
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  • Token-Distinctness and the Disjunctive Strategy.Ranpal Dosanjh - forthcoming - Erkenntnis:1-18.
    According to the Multiple Realizability Argument, a higher-level property typically has many physical realizers, so it cannot be type-identical to any one of them. This enables the non-reductive physicalist to claim that some higher-level properties are type-distinct from physical properties. The reductive physicalist can counter with the Disjunctive Strategy: nothing prevents us from type-identifying the higher-level property with the disjunction of its realizers. Developing a powers-based ontology of properties, Shoemaker and Wilson present responses to the Disjunctive Strategy, wherein higher-level property (...)
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  • O conceito de categoria ontológica: um novo enfoque.Lorenz B. Puntel - 2001 - Kriterion: Journal of Philosophy 42 (104):7-32.
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  • Dissolving an Epistemological Puzzle of Time Perception.Adam J. Bowen - 2013 - Synthese 190 (17):3797-3817.
    Robin Le Poidevin (2007) claims that we do form perceptual beliefs regarding order and duration based on our perception of events, but neither order nor duration are by themselves objects of perception. Temporal properties are discernible only when one first perceives their bearers, and temporal relations are discernible only when one first perceives their relata. The epistemic issue remains as to whether or not our perceptual beliefs about order and duration are formed on the causal basis of an event’s objective (...)
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  • Book Reviews. [REVIEW]Erich Rast - 2014 - Studia Logica 102 (1):219-223.
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  • Towards a Field Ontology.Christina Schneider - 2006 - Dialectica 60 (1):5–27.
    The aim of the present article is to make the notion of an ontology of fields mathematically rigorous. The conclusion will be that couching an ontology in terms of mathematical bundles and cross‐sections both captures many important intuitions of conventional ontologies, including the universal‐particular paradigm, the connection of universals and their ‘instantiations’, and the notion of ‘possibility’, and makes possible the framing of ontologies without ‘substrata’, bare particulars, and primitive particularizers.
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  • Trope Theory and the Bradley Regress.Anna-Sofia Maurin - 2010 - Synthese 175 (3):311-326.
    Trope theory is the view that the world is a world of abstract particular qualities. But if all there is are tropes, how do we account for the truth of propositions ostensibly made true by some concrete particular? A common answer is that concrete particulars are nothing but tropes in compresence. This answer seems vulnerable to an argument (first presented by F. H. Bradley) according to which any attempt to account for the nature of relations will end up either in (...)
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  • Towards a Field Ontology.Christina Schneider - 2006 - Dialectica 60 (1):5-27.
    The aim of the present article is to make the notion of an ontology of fields mathematically rigorous. The conclusion will be that couching an ontology in terms of mathematical bundles and cross‐sections both captures many important intuitions of conventional ontologies, including the universal‐particular paradigm, the connection of universals and their ‘instantiations’, and the notion of ‘possibility’, and makes possible the framing of ontologies without ‘substrata’, bare particulars, and primitive particularizers.
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