This paper analyzes two episodes of Foucault’s reading(s) of Hume’s philosophy. In both cases Hume is important to Foucault’s overall argument and aims. In particular, in both Foucault takes a fairly conventional philosophical description of Hume -- as a ‘skeptic’ and ‘empiricist’ -- for granted and shows that these disguise a world-historical significance. In section 1, the paper explores Hume's role in Foucault’s (1966) *The Order of Things*. The paper argues Hume stands in for the hidden role of similarity in (...) the human sciences of the so-called ‘classical period.’ The paper examines Hume’s account of relations which do not fully support Foucault’s claims about Hume. It is proposed that Foucault's reading is motivated by the role Hume plays in Husserl’s philosophy. In section 2, Foucault's treatment of Hume on March 28, 1979, during the eleventh lecture of the series known as *Birth of Biopolitics*, is analyzed. There Foucault ascribes to Hume’s account of the subject the key building blocks that allowed for the development of Benthamite radicalism and homo economicus. The paper situates Foucault’s later analysis of Hume in Foucault’s larger account of the development of the so-called radical (Benthamite) strain of liberalism that, on Foucault's telling, runs through Chicago economics. While Foucault’s account of Hume is anachronistic, this anachronism illuminates the building blocks of modern liberalism. (shrink)

This article considers an apparent Achilles heel for Kant’s transcendental idealism, concerning his account of how synthetic a priori knowledge is possible. The problem is that while Kant’s distinctive attempt to explain synthetic a priori knowledge lies at the heart of his transcendental idealism, this explanation appears to face a dilemma: either the explanation generates a problematic regress, or the explanation it offers gives us no reason to favour transcendental idealism over transcendental realism. In the article, I consider G. E. (...) Moore’s version of the problem, which I argue has not yet received an adequate response. Instead, I offer a way out of this dilemma by focusing on the normativity rather than the metaphysics of the mind. (shrink)

Hume’s account of contrariety in Book I of the Treatise poses several interpretive puzzles. I consider each in turn and offer a novel interpretation of contrariety based on Hume’s discussion of the passions. That Book II and Book I form a complete chain of reasoning suggests that the way in which passions are related is analogous to the way in which ideas are related in the understanding. I argue that Hume identifies three species of empirical contrariety in Book II: contraries, (...) oppositions, and contradictions. All three species help clarify Hume’s remarks concerning contrariety in Book I. I further identify a second genus I call logical contrariety by drawing on Hume’s discussion of fictitious duration and distance. (shrink)

Commentators have rightly focused on the reasons why Hume maintains that the conclusions of skeptical arguments cannot be believed, as well as on the role these arguments play in Hume’s justification of his account of the mind. Nevertheless, Hume’s interpreters should take more seriously the question of whether Hume holds that these arguments are demonstrations. Only if the arguments are demonstrations do they have the requisite status to prove Hume’s point—and justify his confidence—about the nature of the mind’s belief-generating faculties. (...) In this paper, I treat Hume’s argument against the primary/secondary quality distinction as my case study, and I argue that it is intended by Hume to be a demonstration of a special variety. (shrink)

This paper will make the case that we can find in Kant’s Second Analogy a substantive response to Hume’s argument on induction. This response is substantive insofar as it does not merely consist in independently arguing for the opposite conclusion, but rather, it identifies and exploits a gap in this argument. More specifically, Hume misses the possibility of justifying the uniformity of nature as a synthetic a priori proposition, which Kant looks to establish in the Second Analogy. Note that the (...) focus on the paper is on Kant’s identification of the form that a solution to Hume’s inductive scepticism must take. In making this point, my paper will look to establish two lemmas: Kant identifies synthetic a priori judgments as a means of justifying metaphysical knowledge in a way that circumvents Hume’s dichotomy between matters of fact and relations of ideas; the Second Analogy looks to establish the uniformity of nature of as a synthetic a priori proposition. However, my paper generally abstains from the question of the tenability of Kant’s argument in the Second Analogy. Doing justice to this latter discussion would require more space than I am able to offer here. My paper therefore has a conditional bearing on the philosophical issue of inductive scepticism. If one believes Kant’s Second Analogy to be philosophically cogent, then Kant offers a successful justification of induction against Hume’s scepticism. If not, then at least one can still admire Kant’s identification of the gap in Hume’s argument, which, to a degree, can be exploited independently of Kant’s system. (shrink)

What would it take for Hume to be an external world skeptic? Is Hume's position on knowledge sufficient to force him to deny that we can acquire knowledge of propositions about the external world? After all, Hume is extremely restrictive about what can be known because he requires knowledge to be immune to error. In this paper, I will argue that if Hume were a skeptic, then he must also deny a particular kind of view about what is immediately present (...) to the mind. I will argue that direct realisms—views that maintain that mind-independent things are immediately present to the mind—combine with Hume's position on knowledge to entail the negation of skepticism. So, despite his position on knowledge, Hume could still consistently reject skepticism, if he were to endorse direct realism. (shrink)

I argue that the Hume of the Treatise maintains an account of knowledge according to which (i) every instance of knowledge must be an immediately present perception (i.e., an impression or an idea); (ii) an object of this perception must be a token of a knowable relation; (iii) this token knowable relation must have parts of the instance of knowledge as relata (i.e., the same perception that has it as an object); and any perception that satisfies (i)-(iii) is an instance (...) of knowledge. I then apply this account to the case of sense perception. I argue that Hume holds that relations of impressions can be intuited, are knowable, and are necessary. For Hume, these relations constitute sensory knowledge. While Hume is rightly labeled an empiricist for many reasons, a close inspection of his account of knowledge reveals yet another way in which he deserves the label. (shrink)

This article centers on Hume’s position on the intelligibility of natural philosophy. To that end, the controversy surrounding universal gravitation shall be scrutinized. It is very well-known that Hume sides with the Newtonian experimentalist approach rather than with the Leibnizian demand for intelligibility. However, what is not clear is Hume’s overall position on the intelligibility of natural philosophy. It shall be argued that Hume declines Leibniz’s principle of intelligibility. However, Hume does not eschew intelligibility altogether; his concept of causation itself (...) stipulates mechanical intelligibility. (shrink)

Mathematics for Hume is the exemplary field of demonstrative knowledge. Ideally, this knowledge is a priori as it arises only from the comparison of ideas without any further empirical input; it is certain because demonstration consist of steps that are intuitively evident and infallible; and it is also necessary because the possibility of its falsity is inconceivable as it would imply a contradiction. But this is only the ideal, because demonstrative sciences are human enterprises and as such they are just (...) as fallible as their human practitioners. According to the reading suggested here, Hume develops a radical sceptical challenge for mathematics, and thereby he undermines the knowledge claims associated with demonstrative reasoning. But Hume does not stop there: he also offers resources for a sceptical solution to this challenge, one that appeals crucially to social practices, and sketches the social genealogy of a community-wide mathematical certainty. While explaining this process, he relies on the conceptual resources of his faculty psychology that helps him to distinguish between the metaphysics and practices of mathematical knowledge. His account explains why we have reasons to be dubious about our reasoning capacities, and also how human nature and sociability offers some remedy from these epistemic adversities. (shrink)

In the Treatise, Hume attempts to explain why we all believe that the self is a single unified entity that persists over time, a belief which Hume calls a fiction. In this paper, I demonstrate how Hume uses a type of functional explanation to account for this belief. After explicating Hume's view, I shall argue that it faces two related problems, which constitute a sort of dilemma. In the final section, I show how one of the horns of this dilemma (...) is plausibly what troubles Hume in the famous Appendix passage where he retracts his positive account of personal identity. (shrink)

In this paper, we argue that revisionary theories about the nature and extent of Hume's scepticism are mistaken. We claim that the source of Hume's pervasive scepticism is his empiricism. As earlier readings of Hume's Treatise claim, Hume was a sceptic – and a radical one. Our position faces one enormous problem. How is it possible to square Hume's claims about normative reasoning with his radical scepticism? Despite the fact that Hume thinks that causal (inductive) reasoning is irrational, he explicitly (...) claims that one can and should make normative claims about beliefs being ‘reasonable’. We show that even though Hume thinks that our causal (inductive) beliefs are rationally unjustified, there is nonetheless a ‘relative’ sense of justification available to Hume and that he relies on this ‘relative’ sense in those places where he makes normative claims about what we ought to believe. (shrink)

In this paper, I point to two problems engendered by two assumptions that Hume makes. The first is his nominalism: the view that all ideas are fully determinate with respect to all the aspects that are represented in them. The second, perhaps hitherto unnoticed, is that names denote ideas. I propose some solutions, aiming to find one that is Humean.

In this paper, I will make the case that an associative account of predication in Hume seems to allow for impossible predicative conceptions—that is, the conceiving of impossible states of affairs involving subjects instantiating properties or qualities—which violate his Conceivability Principle. The natural response is to argue that such conceptions are not clear and distinct, but substantive worries are raised about a number of attempted solutions along these lines. This poses a predicament for Hume scholars: either we must modify or (...) abandon the Conceivability Principle, or reject an associative account of predication, or concede that Hume faces a difficulty he cannot solve. (shrink)