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- Gary Ostertag (2005). A Puzzle About Disbelief. Journal of Philosophy 102 (11):573-93.According to the naive theory of belief reports, our intuition that “Lois believes that Kent flies” is false results from our mistakenly identifying what this sentence implicates, which is false, with what it says, which is true. Whatever the merits of this proposal, it is here argued that the naive theory’s analysis of negative belief reports—sentences such as “Lois doesn't believe that Kent flies”—gives rise to equally problematic clashes with intuition, but that in this case no “pragmatic” explanation is available. In particular, it is argued that there are situations at which, although “Lois believes that Superman flies” and “Lois doesn't believe that Kent flies” appear consistent, a speaker must contradict himself when he utters both. It is also argued that the hidden-indexical theory of belief reports—which otherwise respects our ordinary intuitions regarding belief reports—similarly fails to explain this intuition.
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In this paper, I defend a well-known theory of belief reports from an important objection. The theory is Russellianism, sometimes also called `neo-Russellianism', `Millianism', `the direct reference theory', `the "Fido"-Fido theory', or `the naive theory'. The objection concernssubstitution of co-referring names in belief sentences. Russellianism implies that any two belief sentences, that differ only in containing distinct co-referring names, express the same proposition (in any given context). Since `Hesperus' and `Phosphorus' both refer to the planet Venus, this view implies that all utterances of (1) and..
Anyone weary of endless philosophical debate on belief reports will find welcome relief in this book. Talking not just about belief talk but about belief itself, it offers much that is new, interesting, and subtle. The central thesis, though interestingly and subtly developed, is not exactly new. It is a version of the “hidden indexical theory” (HIT) of..
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Kripke's puzzle is an old and familiar story. It was put forward in Kripke's 'A puzzle about Belief.'[1979] But even today it still has such a charm that people are drawn to it time and time again. In this paper I shall use his puzzle as the stepping stone for developing a new description theory of proper names. Kripke tries to defend his direct reference theory against the charge that it cannot explain the role of proper names in an epistemic context (such as belief, thought, etc.). There are many famous puzzles involving substitution salva veritate for different names of the same referent, and the description theory can easily dissolve them by suggesting that different names have different senses. These puzzles were considered to be defeating the direct reference theory of proper names. Kripke thus tries to demonstrate a similar puzzle that does not involve different names, and thus does not involve different senses. Using his principle of disquotation and principle of translation,1 Kripke presents a puzzle which involves a Frenchman Pierre who is attributed the following set of beliefs: (1) Pierre believes that London is pretty. (2) Pierre believes that London is not pretty. According to Kripke, the two belief reports attribute a contradiction to Pierre, even though Pierre himself cannot be interpreted as being inconsistent.2 Kripke also discusses another puzzle which invokes only the principle of disquotation and no translation is involved. This is the example of Peter’s two beliefs concerning the politician/musician Paderewski. In this case, we get a similar set of contradictory belief reports: (3) Peter believes that Paderewski has musical talent. (4) Peter believes that Paderewski has no musical talent.
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When you pick up a volume like this one, which describes itself as being about ‘knowledge ascriptions’, you probably expect to find it full of papers on epistemology, broadly construed. And you’d probably expect many of those papers to concern themselves with cases where the interests of various parties (ascribers, subjects of the ascriptions, etc.) change radically, and this affects the truth values of various ascriptions. And, at least in this paper, your expectations will be clearly met. But here’s an interesting contrast. If you’d picked up a volume of papers on ‘belief ascriptions’, you’d expect to find a radically different menu of writers and subjects. You’d expect to find a lot of concern about names and demonstratives, and about how they can be used by people not entirely certain about their denotation. More generally, you’d expect to find less epistemology, and much more mind and language. I haven’t read all the companion papers to mine in this volume, but I bet you won’t find much of that here. This is perhaps unfortunate, since belief ascriptions and knowledge ascriptions raise at least some similar issues. Consider a kind of contextualism about belief ascriptions, which holds that (L) can be truly uttered in some contexts, but not in others, depending on just what aspects of Lois Lane’s psychology are relevant in the conversation.1 (L) Lois Lane believes that Clark Kent is vulnerable to kryptonite. We could imagine a theorist who says that whether (L) can be uttered truly depends on whether it matters to the conversation that Lois Lane might not recognise Clark Kent when he’s wearing his Superman uniform. And, this theorist might continue, this isn’t because ‘Clark Kent’ is a context-sensitive expression; it is rather because ‘believes’ is context-sensitive. Such a theorist will also, presumably, say that whether (K) can be uttered truly is context-sensitive. (K) Lois Lane knows that Clark Kent is vulnerable to kryptonite. And so, our theorist is a kind of contextualist about knowledge ascriptions..
Gary Ostertag (Philos Stud 146:249–267, 2009 ) has presented a new puzzle for Russellianism about belief reports. He argues that Russellians do not have the resources to solve this puzzle in terms of pragmatic phenomena. I argue to the contrary that the puzzle can be solved according to Nathan Salmon’s (Frege’s puzzle, 1986 ) pragmatic account of belief reports, provided that the account is properly understood. Specifically, the puzzle can be solved so long as Salmon’s guises are not identified with sentences.
I'd like to present a puzzle about belief reports that's been nagging at me for several years. I've subjected many friends and audiences to various abortive attempts at solving it. Now it's time to get it off my chest and let others try their hand at it.<1>.
These days the two most popular approaches to belief ascription are Millianism and Contextualism. The former approach is inconsistent with the existence of ordinary Frege cases, such as Lois believing that Superman flies while failing to believe that Clark Kent flies. The Millian holds that the only truth-conditionally relevant aspect of a proper name is its referent or extension. Contextualism, as I will define it for the purposes of this essay, includes all theories according to which ascriptions of the form ‘S believes that a is F’ and ‘S believes that b is F’, where ‘a’ and ‘b’ are coreferential proper names, may, depending on the context, differ in truth-value even though in those very contexts each ascription relates the same believer to the very same proposition. What the two theories have in common is the claim that names are Millian. What separates the two theories is what they say about belief contexts. In this essay I prove that Millianism is true, Contextualism is true, or our intuitions regarding belief ascriptions are hopelessly inaccurate. As a consequence, my argument is a proof that either names and many general terms are Millian or our intuitions regarding belief ascriptions are hopelessly inaccurate.
The traditional puzzles about belief reports puzzles rest on a certain seemingly innocuous assumption, that 'that'-clauses specify belief contents. The main theories of belief reports also rest on this "Specification Assumption", that for a belief report of the form 'A believes that p' to be true,' the proposition that p must be among the things A believes. I use Kripke's Paderewski case to call the Specification Assumption into question. Giving up that assumption offers prospects for an intuitively more plausible approach to the semantics of belief reports. But this approach must confront a puzzle of its own: it turns out that every case is a Paderewski case, at least potentially.
The semantic puzzles posed by propositional attitude contexts have, since Frege, been understood primarily in terms of certain substitution puzzles. We will take as paradigmatic of such substitution puzzles cases in which two coreferential proper names cannot be intersubstituted salva veritate in the context of an attitude verb. Thus, for example, the following sentences differ in truth value: (1) Lois Lane believes Superman can fly. (2) Lois Lane believes Clark Kent can fly. despite the fact that "Superman" and "Clark Kent" pick out the same individual.1 Equivalently, the following sentence may be true: (3) Lois Lane believes that Superman can fly, but that Clark Kent cannot fly. despite the coreferentiality of the names. (It will at times be convenient to appeal to this conjunctive attitude report in order to fix a single context of utterance.) Substitution failures such as these create a puzzle when conjoined with the assumptions (a) that attitude reports report a binary relation between an individual and some object of that individual's attitude and (b) that that object of the attitude is determined by the content of the complement sentence in the attitude report. If all of the terms in two complement sentences (e.g., "Superman can fly" and "Clark Kent can fly") have the same semantic content, then, prima facie, they ought to generate the same object of believe and, a fortiori, materially equivalent attitude reports. Frege, famously, attempts to defuse the puzzle by positing a semantic value of sense in addition to that of reference, and thereby distinguishing the semantic contents of the two complement sentences.
Some contemporary Russellians, defenders of the view that the semantic content of a proper name, demonstrative or indexical is simply its referent, are prepared to accept that view’s most infamous apparent consequence: that coreferential names, demonstratives, indexicals, etc. are intersubstitutable salva veritate, even in intentional contexts. Nathan Salmon and Scott Soames argue that our recalcitrant intuitions with respect to the famous apparent counterexamples are not semantic intuitions, but rather pragmatic intuitions. Strictly and literally speaking, Lois Lane believes, and even knows that Clark Kent is identical to Superman, since she believes and knows that Superman is identical to Superman. Salmon and Soames attempt to soften our reaction to this shocker by allowing that it is typically misleading to utter the sentence ‘Lois Lane knows that Clark Kent is identical to Superman’, since it pragmatically implicates, without semantically entailing, that Lois Lane would accept the sentence ‘Clark Kent is identical to Superman’. Our compulsive tendency to claim that ‘Lois Lane knows that Clark Kent is Superman’ is false, rather than merely misleading, is due to a confusion between semantics and pragmatics, between truth conditions and conditions of appropriateness of utterance.1 It is probably fair to say that the common reaction to this move in defense of Russellianism is negative. Mark Richard says the following.
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