2017
DOI: 10.1007/s11098-017-0990-6
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Material objects and essential bundle theory

Abstract: In this paper we present a new metaphysical theory of material objects. On our theory, objects are bundles of property instances, where those properties give the nature or essence of that object. We call the theory essential bundle theory. Property possession is not analysed as bundle-membership, as in traditional bundle theories, since accidental properties are not included in the object's bundle. We have a different story to tell about accidental property possession. This move reaps many benefits. Essential … Show more

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Cited by 21 publications
(7 citation statements)
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“…For some examples and discussions of the positives and negatives of the many variants see, inter alia, Barker and Jago (2018), Campbell (1990), Casullo (1984Casullo ( , 1988, , Hakkarainen and Keinänen (2017), Jago (2018), Maurin (2002Maurin ( , 2011, O'Leary- Hawthorne (1995), Paul (2017), Robb (2005), Simons (1994Simons ( , 1998, Ujvári (2013), and Wayne (2008). Furthermore, having instances means that types are universals.…”
Section: The Substance Assumptionmentioning
confidence: 99%
“…For some examples and discussions of the positives and negatives of the many variants see, inter alia, Barker and Jago (2018), Campbell (1990), Casullo (1984Casullo ( , 1988, , Hakkarainen and Keinänen (2017), Jago (2018), Maurin (2002Maurin ( , 2011, O'Leary- Hawthorne (1995), Paul (2017), Robb (2005), Simons (1994Simons ( , 1998, Ujvári (2013), and Wayne (2008). Furthermore, having instances means that types are universals.…”
Section: The Substance Assumptionmentioning
confidence: 99%
“…Each material object is numerically identical to a located bundle of its essential properties. This is essential bundle theory (Barker and Jago 2017). We might understand 'located property' as something like a trope (understood as an entity not dependent on its possessor for its existence or identity); or as a complex consisting of a Platonic universal and a spacetime region.…”
Section: Modal Reduction To Essencementioning
confidence: 99%
“…One concerns the conditions under which properties form bundles. In Barker and Jago (2017), I argue that any plurality of located properties forms a bundle whenever it is grounding closed: if the plurality grounds F, then F is in the plurality. (This guarantees that things that are essentially scarlet are thereby essentially red, for example, without implying that everything is essentially such that A ∨ ¬A.)…”
Section: Modal Reduction To Essencementioning
confidence: 99%
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“…10 For the discussion of this view see: VanCleve (1985),Simons (1994) Paul (2010). andBarker and Jago (2018).…”
mentioning
confidence: 99%