Influential views on self-knowledge presuppose that we cannot come to know a resistant belief in a first-personal way. Two theses support this supposition: if a belief self-ascription is grounded in the evidence of the person holding the belief, it is third-personal and we cannot have first-personal knowledge of beliefs we do not control. I object to both of these theses and argue that we can introspect on beliefs of which we lack control even though we cannot assent to their content.

ABSTRACTThis paper relates Kant’s account of pure apperception to the agential approach to self-knowledge. It argues that his famous claim ‘The I think must be able to accompany all of my represent...

Pettit and List argue for realism about group agency, while at the same time try to retain a form of metaphysical and normative individualism on which human beings qualify as natural persons. This is an unstable and untenable combination of views. A corrective is offered here, on which realism about group agency leads us to the following related conclusions: in cases of group agency, the sort of rational unity that defines individual rational unity is realized at the level of a (...) whole group; rational unity is never a metaphysical given but always a product of effort and will; just as it can be realized within groups of human beings it can also be realized within parts of human beings, as well as within whole human lives; in cases of group agency, the rational unity that is achieved at the level of the group typically precludes rational unity at the level of its human constituents within their whole lives, though it can be realized within parts of those human lives. Along the way, a contrast is drawn between cases of genuine group agency and the cases of political agency envisaged by Rousseau and Rawls (and by Pettit and List) which leave individual human beings intact as separate agents in their own rights. (shrink)

What is the cognitive value of the concept of truth? What epistemic difference does the concept of truth make to those who grasp it? This paper employs a new perspective for thinking about the concept of truth and recent debates concerning it, organized around the question of the cognitive value of the concept of truth. The paper aims to defend a substantively correct and dialectically optimal account of the cognitive value of the concept of truth. This perspective is employed in (...) understanding the critical discussion around what Hartry Field has called “the incorporation model” for extending a deflationary view of truth to foreign sentences. Field's original intentions in discussing the incorporation model were to defend the deflationary view from some counterintuitive consequences concerning the understanding of truth attributions to foreign sentences. However, more recently, philosophers unencumbered by deflationary commitments have taken over the incorporation model for their own inflationary purposes. In particular, and in my terms, these philosophers can be understood as making what I argue is the ultimately too radical suggestion that the cognitive value of the concept of truth is to allow the incorporation not only of the linguistically foreign, but also of the conceptually alien. I clarify this dialectic en route to explaining and arguing for the cognitive inflationary view, according to which the cognitive value of the concept of truth is is to make possible the proprietary kind and quality of knowledge allowed by reflective clarity over the concepts and thoughts that one already has. (shrink)

According to the Relational View of Propositional Attitude Reports (‘Relational View of Reports’, for short), attitude reports report thinkers as standing in cognitive relations to propositions. One difficult question for the view is: What is the nature of the cognitive relation(s) thinkers stand in to propositions in having propositional attitudes? One promise of The Measure Theory of Mind (sometimes, ‘The Measure Theory’ or ‘Measure Theory’ for short) is that it can avoid having to answer this question by allowing attitude reports (...) to be relational in form without taking the atti- tudes themselves to be relational, and a fortiori without taking propositional attitudes to involve any cognitive relation to propositions. This paper argues that if the propositional attitudes are conceived of in a robust way that emphasizes their normative and perspectival aspects, then this promise of The Measure Theory cannot be realized. If there is a viable Measure Theory for mind conceived of in these robust terms, it must incorporate, rather than dismiss, the notion of a cognitive relation to a proposition. (shrink)

Truth-theoretic deflationism holds that truth is simple, and yet that it can fulfil many useful logico-linguistic roles. Deflationism focuses on axioms for truth: there is no reduction of the notion of truth to more fundamental ones such as sets or higher-order quantifiers. In this paper I argue that the fundamental properties of reasonable, primitive truth predicates are at odds with the core tenets of classical truth-theoretic deflationism that I call fix, express, and quantify. Truth may be regarded as a broadly (...) logical, sui generis notion. However, this has little to do with the original aims of the deflationary theory of truth. (shrink)

Is temporal representation constitutively necessary for perception? Tyler Burge (2010) argues that it is, in part because perception requires a form of memory sufficiently sophisticated as to require temporal representation. I critically discuss Burge’s argument, maintaining that it does not succeed. I conclude by reflecting on the consequences for the origins of temporal representation.

Hartry Field distinguished two concepts of type‐free truth: scientific truth and disquotational truth. We argue that scientific type‐free truth cannot do justificatory work in the foundations of mathematics. We also present an argument, based on Crispin Wright's theory of cognitive projects and entitlement, that disquotational truth can do justificatory work in the foundations of mathematics. The price to pay for this is that the concept of disquotational truth requires non‐classical logical treatment.