With respect to the confirmation of mathematical propositions, proof possesses an epistemological authority unmatched by other means of confirmation. This paper is an investigation into why this is the case. I make use of an analysis drawn from an early reliability perspective on knowledge to help make sense of mathematical proofs singular epistemological status.

One way of discerning what sort of control we have over our mental lives is to look at cases where that control is not exercised. This is one reason why philosophers have taken an interest in the phenomenon of akrasia, in an agent's ability to do, freely and deliberately, something that they judge they ought not to do. Akrasia constitutes a failure of control but not an absence of control. The akratic agent is not a compulsive; an akratic agent has (...) the ability to control their action, to make it conform to their judgement, but they fail to exercise that ability. They freely and deliberately give in to temptation. (shrink)

C.A.J. Coady, in his book Testimony: A Philosophical Study (Oxford: Clarendon Press, 1992), offers conditions on an assertion that p to count as testimony. He claims that the assertion that p must be by a competent speaker directed to an audience in need of evidence and it must be evidence that p. I offer examples to show that Coady’s conditions are too strong. Testimony need not be evidence; the speaker need not be competent; and, the statement need not be relevant (...) or directed to someone in need of evidence. I give alternative conditions. Coady was led into the stronger conditions by investigating testimony as it occurs in legal contexts, where special steps are taken to ensure that testimony provides the jury or the judge with evidence by a competent speaker that is relevant to the disputed question of the guilt or innocence of the defendant. (shrink)

If you want to understand McDowell's spatial metaphors when he talks about perceptual knowledge, place him side-by-side with Dretske on perceptual knowledge. Though McDowell shows no evidence of reading Dretske's writings on knowledge from the late 1960s onwards (McDowell mentions "Epistemic Operators" once in passing), McDowell gives the same four arguments as Dretske for the conclusion that knowledge requires "conclusive" reasons that rule of the possibility of mistake. Despite various differences, we think it is best to read McDowell as re-discovering (...) Dretske on perceptual knowledge. Since Dretske is easy to understand, all of McDowell's metaphors become easy to understand. But what about McDowell's disjunctivism? Turns out McDowell is not an ontological disjunctivist, and his epistemological disjunctivism is really just the banal point that some perceptual experiences provide conclusive reasons for perceptual belief and some do not. Perceptual experiences are either conclusive or inconclusive. Dretske would agree. (shrink)

In many ways one’s quest for knowledge can go wrong. Since the publication ofAmélie Rorty’s article “Akratic Believers”, in 1983, there has been a great deal of discussion asto one particular form of flaw in reasoning to which we, as less-than-perfect rational entities,are continuously prone to in our epistemic endeavors: “epistemicakrasia”. The debate that article gave rise became, then, split between authors to whom the ideaof epistemicakrasiapromotes an interesting diagnosis of some of our intellectual imperfec-tions, and their opponents, those who (...) disclaim the very possibility of the phenomenon. Inthis paper I’ll examine, and present original objections to, four of the main arguments put for-ward by the latter, showing that none of them have consistently ruled out all the legitimatelyconceivable forms of the phenomenon. (shrink)