I shall argue in this article that, if we need to admit of negative facts in our ontology as falsemakers of false propositions (as I try to demonstrate in my (2014) by a falsemaker argument), then it is plausible to accept that there are also negative properties conceived of as modes. After having briefly recalled the falsemaker argument, I shall explore five different alternative interpretations of negative facts and I shall demonstrate that each alternative – except for the one involving negative properties – is affected by some problems. Later on, I shall deal with a number of objections against negative properties and I shall demonstrate that they can be overcome without much difficulty. Eventually, I shall tackle Nick Zangwill (2011)'s argument against the thesis that negative properties are as real as positive ones. Among other things, I shall argue that Zangwill's argument is at least limited in its scope, since it only works with negative and positive determinates within some common determinable.

From Falsemakers to Negative Properties

Paolini Paoletti, Michele
2017-01-01

Abstract

I shall argue in this article that, if we need to admit of negative facts in our ontology as falsemakers of false propositions (as I try to demonstrate in my (2014) by a falsemaker argument), then it is plausible to accept that there are also negative properties conceived of as modes. After having briefly recalled the falsemaker argument, I shall explore five different alternative interpretations of negative facts and I shall demonstrate that each alternative – except for the one involving negative properties – is affected by some problems. Later on, I shall deal with a number of objections against negative properties and I shall demonstrate that they can be overcome without much difficulty. Eventually, I shall tackle Nick Zangwill (2011)'s argument against the thesis that negative properties are as real as positive ones. Among other things, I shall argue that Zangwill's argument is at least limited in its scope, since it only works with negative and positive determinates within some common determinable.
2017
Gleerup
Internazionale
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11393/278586
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