Consider the following object, where, depending on how you are viewing this paper, the object may be a series of ink markings, a portion of a matrix of pixels through or from which light is emitted, etc.,augeLet’s call the object ‘Shape’. Is Shape a word token? If so, what word type is it a token of? Given how words are traditionally individuated, the Spanish, “auge”—meaning, apogee or peak—the French, “auge”—meaning, basin or bowl—and the German, “auge”—meaning, eye, are different words. So, (...) if Shape is a word token, is it a token of the Spanish, “auge”, the French, “auge”, the German, “auge”, or some combination of the three? Generalizing beyond Shape and ink markings/matrices of pixels as a potential medium for word tokens, when does something, f—e.g., some utterance, inscription, manual gesture, etc.—constitute a token of a word type, w, as opposed to some other word type, w *, or no word at all? In this paper, I motivate and place Central Question in the nascent and burgeoning subfield of the metaphysics of words. I argue that what makes something, f, a token of a word type, w, is that the process of generating f is explained and guided by one’s knowledge of w, e.g., one’s semantic, syntactic, morphophonological/orthographic, knowledge of w stored in one’s mental lexicon. (shrink)

Our conscious thought, at least at times, seems suffused with language. We may experience thinking as if we were “talking in our head”, thus using inner speech to verbalize, e.g., our premises, lemmas, and conclusions. I take inner speech to be part of a larger phenomenon I call inner semiotics, where inner semiotics involves the subjective experience of expressions in a semiotic (or symbol) system absent the overt articulation of the expressions. In this paper, I argue that inner semiotics allows (...) us to bootstrap our way into entertaining thoughts about exact numbers and quantities that we couldn't prior to our competence with a numeric code. I establish that our arithmetic thoughts literally occur as (internal ‘articulations’ of) expressions in a numeric code. However, a problem arises for my view: just as we can slip in overt speech, producing an utterance that deviates from what we mean to say, there is very good evidence that we can slip in inner speech as well. If our arithmetic thought occurs in a numeric code, it's far from clear how we determine when a covert utterance constitutes a slip. In closing, I provide an account of what makes an inner speech utterance a slip. (shrink)