I argue for the view that some we-thoughts are immune to error through misidentification (IEM) relative to the first-person plural pronoun. To prepare the ground for this argument I defend an account of the semantics of ‘we’ and note the variety of different uses of that term. I go on to defend the IEM of a certain range of we-thoughts against a number of objections.

Tradition has it that first-person thought is somehow special. It is also commonplace to maintain that the first-person concept obeys a rule of reference to the effect that any token first-person thought is about the thinker of that thought. Following Annalisa Coliva and, more recently, Santiago Echeverri, I take the specialness claim to be the claim that thinking a first-person thought comes with a certain guarantee of its pattern of reference. Echeverri maintains that such a guarantee is explained by a (...) fairly flatfooted interpretation of the thinker-reflexive rule. I argue, however, that the explanatory aspirations of the thinker-reflexive rule are fulfilled only if we accept an epistemically loaded gloss on the notion of a thinker of a thought featuring the rule. That gloss is unpacked in terms of the subject’s ability to be acquainted with the phenomenal character of their thoughts. (shrink)

Concept-individuating reference rules offer a well-known route for the explanation of immunity to error through misidentification in judgments involving first person or de se thought. However, the ‘outright’ version of this account—one that sanctions a one-to-one correspondence between the reference-fixing rule and immunity—cannot do justice to the unassailable ground-relativity of the target phenomenon. In this paper, I outline a version of the reference-rule account that circumvents this problem. I state a reference rule for the de se concept that makes space (...) for different non-reference-fixing ways of thinking or perspectives, yielding different grounds for judgment. The proposal and its ramifications, I argue, shed light on the variety of ways in which this kind of immunity has been proved to be present—and indeed absent—in de se thought. (shrink)

Suppose that the following describes an intelligible scenario. A subject is wired up to another's body in such a way that she has bodily experiences ‘as from the inside’ caused by states and events in the other body, that are subjectively indistinguishable from ordinary somatosensory perception of her own body. The supposed intelligibility of such so-called crossed wire cases constitutes a significant challenge to the claim that our somatosensory judgements are immune to error through misidentification relative to uses of the (...) first person pronoun. After all, the subject in this case is liable to commit precisely the sort of error ruled out by such a claim. In this paper I argue that the proponent of this challenge must establish at least two things: that the subject is committing an error of misidentification, and that her judgement shares its epistemic grounds with our ordinary somatosensory judgements. Neither condition, I argue, can be reached from the stipulations permitted into the starting descriptions of the cases. (shrink)

In this paper I aim to illuminate the significance of thought insertion for debates about the first-person concept. My starting point is the often-voiced contention that thought insertion might challenge the thesis that introspection-based self-ascriptions of psychological properties are immune to error through misidentification relative to the first-person concept. In the first part of the paper I explain what a thought insertion-based counterexample to this immunity thesis should be like. I then argue that various thought insertion-involving scenarios do not give (...) rise to successful counterexamples to the immunity of the target class of self-ascriptions. In the second part of the paper I turn to defend a Metasemantic Explanation of why the immunity thesis holds. The Metasemantic Explanation rests on a reference-fixing story about the mental ‘I’ whose key contention is that introspective impressions play an essential role in fixing its reference. It is part of my argument in favour of the proposed reference-fixing story, as well as of the Metasemantic Explanation, that they respect the paradigmatic features of self-ascriptions of inserted thoughts. (shrink)

The paper explores the idea that some singular judgements about the natural numbers are immune to error through misidentification by pursuing a comparison between arithmetic judgements and first-person judgements. By doing so, the first part of the paper offers a conciliatory resolution of the Coliva-Pryor dispute about so-called “de re” and “which-object” misidentification. The second part of the paper draws some lessons about what it takes to explain immunity to error through misidentification. The lessons are: First, the so-called Simple Account (...) of which-object immunity to error through misidentification to the effect that a judgement is immune to this kind of error just in case its grounds do not feature any identification component fails. Secondly, wh-immunity can be explained by a Reference-Fixing Account to the effect that a judgement is immune to this kind of error just in case its grounds are constituted by the facts whereby the reference of the concept of the object which the judgement concerns is fixed. Thirdly, a suitable revision of the Simple Account explains the de re immunity of those arithmetic judgements which are not wh-immune. These three lessons point towards the general conclusion that there is no unifying explanation of de re and wh-immunity. (shrink)

This paper responds to arguments due to Joel Smith and Annalisa Coliva that try to show that James Pryor’s notion of wh-misidentification is philosophically uninteresting, and perhaps even spurious. It also proposes definitions of wh-misidentification and immunity to wh-misidentification which try to improve in various ways on the characterisations that standardly figure in the literature, and explores the relationship between misidentification and the epistemic structures characteristic of some kinds of Gettier cases.