According to Paul Boghossian and others, inference is subject to the taking condition: it necessarily involves the thinker taking his premises to support his conclusion, and drawing the conclusion because of that fact. Boghossian argues that this condition vindicates the idea that inference is an expression of agency, and that it has several other important implications too. However, we argue in this paper that the taking condition should be rejected. The condition gives rise to several serious prima facie problems and (...) the reasons which have been offered in favour of it fail to convince. (shrink)

Bounded rationality gets a bad rap in epistemology. It is argued that theories of bounded rationality are overly context‐sensitive; conventionalist; or dependent on ordinary language (Carr, 2022; Pasnau, 2013). In this paper, I have three aims. The first is to set out and motivate an approach to bounded rationality in epistemology inspired by traditional theories of bounded rationality in cognitive science. My second aim is to show how this approach can answer recent challenges raised for theories of bounded rationality. My (...) third aim is to clarify the role of rational ideals in bounded rationality. (shrink)

ABSTRACTSeveral authors have claimed that indicative conditionals are sensitive to the epistemic perspective of agents. According to this sort of view, the truth of an indicative conditional depends on the background evidence of some relevant agent or group of agents. In this paper, I argue that the context-dependence of indicative conditionals goes beyond this. Indicative conditionals are not only sensitive to the evidence of agents, but also to contextual factors that determine what is inferable from such background evidence. More specifically, (...) my proposal is that when the inference associated with a conditional is defeasible, the truth of that conditional is sensitive to practical stakes. (shrink)

It is often assumed that neo-Aristotelian virtue ethics postulates an obligation to be a good human being and that it derives further obligations from this idea. The paper argues that this assumption is false, at least for Philippa Foot’s view. Our argument blocks a widespread objection to Foot’s view, and it shows how virtue ethics in general can neutralize such worries.

What we call the Hilbert‐Bernays (HB) Theorem establishes that for any satisfiable first‐order quantificational schema S, there are expressions of elementary arithmetic that yield a true sentence of arithmetic when they are substituted for the predicate letters in S. Our goals here are, first, to explain and defend W. V. Quine's claim that the HB theorem licenses us to define the first‐order logical validity of a schema in terms of predicate substitution; second, to clarify the theorem by sketching an accessible (...) and illuminating new proof of it; and, third, to explain how Quine's substitutional definition of logical notions can be modified and extended in ways that make it more attractive to contemporary logicians. (shrink)

In recent years, there has been a “value turn” in epistemology. We intuitively think of knowledge as having a value, a value that mere true belief does not have, and it has been held to be a condition of adequacy on theories of knowledge that they be able to explain why. Unfortunately, for most theories their explanations suffer from the “swamping problem” because what has to be added to turn true belief into knowledge has value only instrumentally to truth; for (...) example, we take being justified to be valuable, but only because being justified is our way of trying to believe what is true and only what is true, and it follows from this that for a belief already granted as true, no extra value is added by the fact that it is justified as well. So, the task is to solve the value problem while avoiding the swamping problem. I will argue that, in fact, the value turn leaves epistemological theorizing much as it was. My reasoning goes briefly as follows: on the usual interpretation of the value problem, the demand it places on theories of knowledge is internally incoherent and hence implausible as a condition of their adequacy. It is a condition of adequacy nonetheless that the theory avoid the swamping problem if we really do have the intuition supposed. I will then use a thought-experiment to consider different kinds of knowledge and argue that, with the exception of a priori knowledge, there is no such intuition. With this exception, there is no swamping problem either, and hence theories cannot be ruled inadmissible on the grounds that the knowledge-making features they propose fail to have a non-instrumental value. My conclusion is that it is only whatever has to be added to true a priori belief in order to turn it into knowledge that has to have a non-instrumental value, that is to say, only a priori knowledge that has a value problem. But this problem is easily solved. (shrink)