Seventeenth century scholastics had a rich debate about the ontological status and nature of lacks, negations, and privations. Realists in this debate posit irreducible negative entities responsible for the non-existence of positive entities. One of the first scholastics to develop a realist position on negative entities was Thomas Compton Carleton. In this paper I explain Carleton's theory of negative entities, including what it is for something to be negative, how negative entities are individuated, whether they are abstract or concrete, and (...) how they affect their subjects. I argue that for Carleton, negative entities are conceived as spatially extended simples that affect their subjects by means of spatial overlap. I also show how Carleton responds to some theological worries about his realism concerning negative entities. (shrink)

In this paper I argue that there is a difficulty for Fine's exact semantics for counterfactuals. The difficulty undermines Fine's reasons for preferring exact semantics to possible worlds semantics.

17th-century Iberian and Italian scholastics had a concept of a truthmaker [verificativum] similar to that found in contemporary metaphysical debates. I argue that the 17th-century notion of a truthmaker can be illuminated by a prevalent 17th-century theory of truth according to which the truth of a proposition is the mereological sum of that proposition and its intentional object. I explain this theory of truth and then spell out the account of truthmaking it entails.

It is necessarily true that water is H2O, but it is a contingent fact that there is any water at all. Water therefore seems ill suited to ground the necessary truth that water is H2O. One view traditionally attributed to Scotus and Henry of Ghent was that while water is contingent, the essence of water is necessary; hence, the essence of water can ground the so-called eternal truth that water is H2O. Francisco Suárez rejects this view on the grounds that (...) it contradicts the Christian doctrine of creation, according to which everything other than God was contingently created in time. Suárez’s own view of the eternal truths has proven elusive to commentators, but I argue that Suárez ultimately endorses a version of the view he rejects: essences ground the eternal truths. But this raises several puzzles: how is Suárez’s view distinct from the views traditionally ascribed to Scotus and Henry? How does Suárez’s view escape the argument from creation, which Suárez raises against his opponents? I argue that Suárez distinguishes between his view and his opponents’ view by saying that essences have “extrinsic being,” whereas his opponents claim that essences have “intrinsic being.” The distinction between intrinsic and extrinsic being has not received much attention, but I argue that it marks an important fault line in scholastic thinking about the ontological status of non-existents. I argue that the notion of extrinsic being can be explicated in terms of ontological pluralism and grounding. The notion of extrinsic being helps differentiate Suárez’s view from his Scotistic and Henrician opponents, and it allows Suárez to respond to the creation argument he raises against his opponents. On my reading, Suárez’s solution to the problem of eternal truths turns out to be both highly original and philosophically satisfying. (shrink)

An early modern scholastic conception of moral possibility helps make sense of Descartes's own perplexing use of that concept and solves the exegetical puzzles surrounding Descartes's conflicting remarks about free will.

For Francisco Suárez, beings of reason are non-existent objects that we can think about, objects like goat-stags and round squares. The first section of the fifty-fourth of Suárez’s Metaphysical Disputations is about the ontological status of beings of reason. Suárez’s view has been the subject of disagreement in the literature because he sometimes says that there are beings of reason, and he sometimes says there are not. In this paper, I argue for and explain an ontological pluralist reading of Suárez. (...) Ontological pluralism is the claim that there is more than one way of being. I distinguish between two varieties of ontological pluralism, strict and non-strict, and argue that Suárez endorsed the latter. In the contemporary literature, it is sometimes alleged that ontological pluralism is an idle hypothesis, unintelligible or philosophically vacuous. I argue that Suárez has a response to this objection in his argument against ontological monism. (shrink)

Scott Davison has raised an epistemic challenge to the doctrine of petitionary prayer. Roughly, the challenge is that we cannot know or have reason to believe that a prayer has been answered. Davison argues that the epistemic challenge undermines all the extant defenses of petitionary prayer. I argue that it does not.

A seventeenth-century scholastic attempt to restrict the truthmaker principle to positive truths.

Descartes argues that the mind and body are really distinct substances. He also insists that minds and bodies compose human beings. But how are mind and body united to compose a human? This question is crucial to understanding the place of human beings in Descartes’s ontology. Many scholars argue that Descartes has no solution to the unity problem, and they call into question the ontological status of mind- body composites. On some views, Cartesian humans are mere aggregates, like stacks of (...) pancakes; on other views, Descartes is not entitled to the view that humans exist at all. I argue that Descartes has a solution to the unity problem, and that he appropriates this solution from contemporaneous Jesuit discussions of soul- body unity—discussions that remain mostly unknown to contemporary scholars. The upshot is that Descartes has the metaphysical machinery to account for mind-body unity, and doesn’t have to say that a human being is like a stack of pancakes. (shrink)

Like many contemporary truthmaker theorists, seventeenth-century scholastics were concerned about the problem of finding truthmakers for negative truths such as “Pegasus does not exist.” This paper argues that the early modern scholastic Francisco Peinado’s solution to the problem of negative truths is to claim, roughly, that negative truths do not have truthmakers. The position attributed to Peinado is widely rejected nowadays as ad hoc, but this paper argues that Peinado’s position is independently motivated because he independently endorses the intentional mode (...) view of affirmation and negation, a certain analysis of truth for positive truths, and the aboutness constraint on truthmaking. He endorses the intentional mode view because he thinks it alone can account for the distinction between positive and negative force, and it alone can account for the difference between positive and negative propositions. (shrink)

This paper explains Sebastián Izquierdo's (1601-1681) theory of priority. Izquierdo was a seventeenth-century Spanish scholastic philosopher who was best known in the seventeenth century for his ambitious work, Pharus Scientiarum (“Lighthouse of the Sciences”), which attempts to carry out the Baconian project of establishing a universal art of acquiring and disseminating knowledge. Disputation 15 of the Pharus contains one of the most detailed treatments of priority in the history of philosophy. The purpose of this paper is to limn the contours (...) of that theory. Taking Aristotle as a source of inspiration, Izquierdo distinguishes between absolute and relative priority, and the former he divides into priority of duration, priority of worth, priority of origin, and priority of non-mutual connection. These priorities can also be “chained” and “mixed” in various ways. The task for Izquierdo is to explain what unifies the various priority relations: why do they all count as instances of a single phenomenon (or do they)? I argue that Izquierdo answers this question by means of his notion of a series, which is central to his theory of priority. I explain what a series is, and I explain how Izquierdo’s entire theory of priority is generated from his notion of a series. In the end, Izquierdo’s theory is admirably simple, yet remarkably flexible and able to accommodate a wide variety of priority claims. (shrink)