Plausible probabilistic accounts of evidential support entail that every true proposition is evidence for itself. This paper defends this surprising principle against a series of recent objections from Jessica Brown. Specifically, the paper argues that: (i) explanationist accounts of evidential support convergently entail that every true proposition is self-evident, and (ii) it is often felicitous to cite a true proposition as evidence for itself, just not under that description. The paper also develops an objection involving the apparent impossibility of believing (...) P on the evidential basis of P itself, but gives a reason not to be too worried about this objection. Establishing that every true proposition is self-evident saves probabilistic accounts of evidential support from absurdity, paves the way for a non-sceptical infallibilist theory of knowledge and has distinctive practical consequences. (shrink)

The simple knowledge norm of assertion holds that one may assert that p only if one knows that p. Turri :37–45, 2011) and Williamson both argue that more is required for epistemically permissible assertion. In particular, they both think that the asserter must assert on the basis of her knowledge. Turri calls this the express knowledge norm of assertion. I defend SKNA and argue against EKNA. First, I argue that EKNA faces counterexamples. Second, I argue that EKNA assumes an implausible (...) view of permissibility on which an assertion is epistemically permissible only if it is made for a right reason, i.e., a reason that contributes to making it the case that it is epistemically permissible to make that assertion. However, the analogous view in other normative domains is both controversial and implausible. This is because it doesn’t make it possible for one to act or react rightly for the wrong reason. I suggest that proponents of EKNA have conflated requirements for φ-ing rightly with requirements for φ-ing well. Finally, I argue that proponents of SKNA can explain the intuitive defectiveness of asserting on the basis of an epistemically bad reason, even when the asserters know the content of their assertion, by arguing that the asserters are epistemically blameworthy. (shrink)

Belief is said to be essentially subject to a norm of truth. This view has been challenged on the ground that the truth norm cannot provide guidance on an intuitive inferentialist model of guidance and thus cannot be genuinely normative. One response to the No Guidance argument is to show how the truth norm can guide belief-formation on the inferentialist model of guidance. In this paper, I argue that this response is inadequate in light of emerging empirical evidence about our (...) system of belief-formation. I will then motivate an alternative response and present, in rough outline, a viable, reason-responsive model of epistemic guidance on which the truth norm can guide. (shrink)

In this article I formulate a skeptical argument against the possibility of adhering to the divine will in a non-accidental way. In particular, my focus in the article is on a widely embraced modal condition of accidentality, according to which non-accidentality has to do with a person manifesting dispositions that result in a given outcome in a modally robust way. The skeptical argument arises from two observations: first, various authors in the epistemology of religion have argued that it is often (...) not possible to reason reliably about religious matters, and second, non-accidentally adhering to a given norm is often associated with reasoning about the requirements of the norm in question in a reliable way. In addition to pointing out the existence of the argument, I outline strategies in which religious thinkers could reasonably challenge it by denying that reliable reasoning about the requirements of divine will is necessary for adhering to it in a non-accidental manner. Hence, I argue that the possibility of non-accidental adherence to the divine will does not depend solely on whether it is possible to reliably reason about what it requires one to do. (shrink)