1. Annalisa Coliva, Reply to John Campbell.
    John Campbell’s reply to my paper aims at re-establishing the point that there are two strands to our notion of ownership of a thought. There are two ways of cashing out this idea.1 First, one could say that A is the owner of a thought iff both the following two independent conditions obtain:2 (1) X is introspectively aware of a token thought and (2) X is the person who formed that token thought. Secondly, one may hold that there are two different and independent notions of ownership of a thought, call it O1 and O2, corresponding to (1) and (2) respectively. For brevity, I will refer only to the first interpretation. But what I will be saying will apply, mutatis mutandis, to both. On this view, thought insertion would be a case in which someone thinks that (1) is satisfied, while (2) isn't and, therefore, denies that the thought she is introspectively aware of is her own.3 Campbell's explanation of thought insertion is quite clear: the subject has prima facie reasons to think that she is not the person who formed that token thought – maybe because she does not experience that thought as formed by herself – and, therefore, has prima facie reasons to deny that she is its owner, but she is mistaken in identifying the producer of the thought and what she says is false, yet reasonable.4 Notice, however, an important consequence of Campbell's model. If (1) and (2) are independent conditions then the one could obtain without the other. Hence, it must be conceivable that one is introspectively aware of a thought that one has not produced. Indeed, cases of multiple personality, if taken literally, might be taken as examples of this kind of situation: person A and person B inhabit the same body, A can have access to B’s thoughts, yet B remains their producer. So A could actually say something like “I’m thinking (i.e. I am immediately aware) that p, but this is not my thought (it is not the thought I produced), it’s B’s (the thought that B produced)” and what she would be saying would in fact be true. Yet, a simple-minded reaction one may have towards this line of explanation is this..
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