Duncan Pritchard

This discussion surveys recent developments in the treatment of the epistemological problem of skepticism. These are arguments which attack our knowledge of certain truths rather than, say, our belief in the existence of certain entities. In particular, this article focuses on the radical versions of these skeptical arguments, arguments which purport to show that knowledge is, for the most part, impossible, rather than just that we lack knowledge in a particular discourse. Although most of the key recent developments in this area have taken place since the late 1980s and early 1990s, it is necessary to also discuss some of the movements that have developed since 1970 in order to give these recent developments the necessary setting. The date of 1970 is dictated by the publication in that year of Fred Dretske’s seminal article “Epistemic Operators,” which both pushed a “relevant alternatives” theory of knowledge to the fore of discussion and also brought into focus one possible line of argument against the so-called “closure” principle for knowledge. In so doing, it provided one of the main sources of response to the emergent..

It is argued that the arguments put forward by Bernard Williams and Thomas Nagel in their widely influential exchange on the problem of moral luck are marred by a failure to (i) present a coherent understanding of what is involved in the notion of luck, and (ii) adequately distinguish between the problem of moral luck and the analogue problem of epistemic luck, especially that version of the problem that is traditionally presented by the epistemological sceptic. It is further claimed that once one offers a more developed notion of luck and disambiguates the problem of moral luck from the problem of epistemic luck (especially in its sceptical guise), neither of these papers is able to offer unambiguous grounds for thinking that there is a problem of moral luck. Indeed, it is shown that insofar as these papers succeed in making a prima facie case for the existence of epistemic luck, it is only the familiar sceptical variant of this problem that they identify.