A core presumption of object oriented ontology and other speculative realisms is that there is a world independent of the mind that can be successfully inquired and should take center stage in our reflections again. A profound case for this realist presumption is found in Meillassoux’s After Finitude. He aims to secure our access to reality as it is in itself by refuting correlationism according to which we cannot escape reality as it is thought by us. He presents three arguments: (...) ancestrality, facticity and mathematization. On the first argument correlationism fails because it cannot render scientific statements about an universe anterior to us meaningful. I address the worry that he might not take this to be a real argument against correlationism and argue that it in any case fails. On the second argument correlationism is flawed since it remains committed to absolute possibilities. I argue that this argument is untenable as well. On his third argument correlationism fails because science reveals a mathematically describable reality indifferent to our existence. I argue that the almost perfect mathematization of nature can actually be cashed out as an argument for correlationism. I conclude by proposing an alternative way of showing that mathematics is the language of the absolute understood as a radical contingent hyperchaos. (shrink)

This paper provides a new first cause argument by showing that atomism, i.e. the thesis that each composite object is composed of simple objects, together with causalism, understood in this paper as the thesis that every object is a cause or has a cause, logically imply the existence of a first cause if some additional general premises regarding the interplay between parthood, composition and causation are accepted. Thus it is shown that a commitment to atomism, causalism and the additional premises (...) result in a commitment to there being a first cause. (shrink)

The well-known Principle of Plenitude has it that everything that exists in some possible world exists in the actual world. I argue for an amended version of this principle: If there’s a possible world in which something lacks some positive property, then there’s an object in the actual world that lacks that property. That is, all positive universally held properties in the actual world are necessarily universally held. This rules out that for some positive property, everything in the actual world (...) merely happens to have it. After having presented and defended the argument, I show that it has a wide range of corollaries, such as that there are mereologically simple and composite things, physical and non-physical things, caused and uncaused things, and contingent and necessarily existing things. The argument has three premises. The first premise is the thesis that there are no things that do not exist. The second premise is a Fregean theory of linguistic meaning. According to the third premise, two meanings coincide if and only if their reference sets coincide. The notion of a reference set is defined in the paper. (shrink)