Stephen Hetherington

How should we understand both the nature, and the epistemic potential, of Descartes’s Cogito? Peter Slezak’s interpretation of the Cogito’s nature sees it strictly as a selfreferential kind of denial: Descartes cannot doubt that he is doubting. And what epistemic implications flow from this interpretation of the Cogito? We find that there is a consequent lack of knowledge being described by Descartes: on Cartesian grounds, indubitability is incompatible with knowing. Even as the Cogito halts doubt, therefore, it fails to be knowledge.

I argue that Goodman's puzzle of grue at least poses no real challenge about inductive inference. By drawing on Stove's characterisation of Hume's characterisation of inductive inference, we see that the premises in an inductive inference report experienced impressions; and Goodman can be interpreted as posing a real challenge about inductive inference only if we treat an epistemic subject's observations more as logical contents and less as experienced impressions. So, even though the grue puzzle was effective against its stated logicist targets, it is not thereby an enduring difficulty regarding experience's ability to impart epistemic justification via inductive evidence.

Analytic epistemologists reach regularly for favoured ‘intuitions’. And the anti-luck intuition (as Duncan Pritchard calls it) is possibly one of the best-entrenched epistemological intuitions at present, seemingly guiding standard reactions to Gettier situations. But why is that intuition true (if it is)? This paper argues that the anti-luck intuition (like the ability intuition) rests upon something even more deeply explanatory – the normality intuition. And to recognise this is to understand better what most epistemologists want from a concept of knowledge. (It also helps to explain recent epistemological reactions to lottery cases.)1

The hypothesis that we are brains in a vat is one which we believe to be false. Could it possibly be true, however? Metaphysical realists accept that our believing it to be false does not entail its falsity. They also accept that if –as brains in a vat –we were to say or think “We are brains in a vat”, then we would be correct. Ever the claimed foe of the metaphysical realist, though, Hilary Putnam argues that the brains‐in‐a‐vat hypothesis cannot be true, in particular that if we were brains in a vat then we could not correctly say or think that we were like that. I will defend metaphysical realism against Putnam's argument

If any thesis is all-but-universally accepted by contemporary epistemologists, it is justificationism-the thesis that being an instance of knowledge has to include being epistemically justified in some appropriate way. If there is to be any epistemological knowledge about knowledge, a paradigm candidate would seem to be our knowledge that justificationism is true. This is a conception of a way in whichknowledge has to be robust. Nevertheless, this paper provides reason to doubt the truth of that conception. Even epistemology’s supposed conceptual core is not as epistemically unchallengeable as we might have assumed to be the case.

Taking his conceptual cue from Ernest Sosa, John Turri has offered a putative conceptual solution to the Gettier problem: Knowledge is cognitively adept belief, and no Gettiered belief is cognitively adept. At the core of such adeptness is a relation of manifestation. Yet to require that relation within knowing is to reach for what amounts to an infallibilist conception of knowledge. And this clashes with the spirit behind the fallibilism articulated by Gettier when stating his challenge. So, Turri’s form of response is irrelevant to that challenge, which was intended to pose a conceptual problem within fallibilist conceptions of knowledge. (And that failure on Turri’s part needs to be highlighted to remind epistemologists of the need to assess Gettier cases by a fallibilist standard. Although that need was described earlier by Robert Almeder, apparently his advice is being overlooked. This paper develops it anew, in a more general form.)

Of course, if infallibilism about such knowledge is true, then it is true that one can never know that one is not dreaming. But, of course, if infallibilism is true, then there is also no special difficulty posed for one’s having knowledge in general by one’s not knowing in particular that one is not dreaming: one would know either nothing or next to nothing anyway, regardless of one’s not knowing in particular that one is not dreaming. Yet epistemologists have generally regarded the challenge of knowing that one is not dreaming as being at least somewhat pivotal or special. This suggests that, although they wish not to concede that no one can know that one is not dreaming, they wish to be fallibilists about knowledge.

Philosophers talk routinely of 'Hume's problem of induction'. But the usual accompanying exegesis is mistaken in a way that has led epistemologists to conceive of 'Hume's problem' in needlessly narrow terms. They have overlooked a way of articulating the conceptual problem, along with a potential way of solving it. Indeed, they have overlooked Hume's own way. In explaining this, I will supplement Hume's insights by adapting Ryle's thinking on knowledge-how and knowledge-that. We will also see why Hume's 'sceptical solution' was a perfectly appropriate response to his 'sceptical argument' -- rather than (as is often thought by analytic epistemologists) a merely descriptive response patently missing the normative sceptical point so strikingly formulated by Hume