弗雷格谜题的认识论结果

T. Williamson
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引用次数: 2

摘要

摘要:弗雷格谜题利用了共同指代词(如“长庚星”和“磷”)之间的认知差异。传统上,它们是由弗雷格对感觉和指称的区别处理的,这避免了认识论的破坏性后果。然而,Fregean计划并没有实现其最初的承诺,并被直接参考理论的发展所破坏;从语义的角度来看,它的前景现在看起来很暗淡。特别是,众所周知的弗雷格谜题的类似物涉及一对没有争议的同义词;试图通过区分习语或假设“狭窄内容”或详细形式的上下文敏感性来处理它们是不充分的或在语义上是不合理的。尽管知识、信仰和其他态度的归因在认识论中无处不在,但认识论学者并没有正确地接受反弗雷格态度归因的语义解释的令人惊讶的结果。在《关于信仰的困惑》一书中,索尔·克里普克(Saul Kripke)表明,在问题案例中,将信仰归因于看似自然的不引用原则会导致明显不可接受的后果,包括彻底的矛盾。我认为,这种反引原则最好不要被视为概念上的联系,而只是心理学意义上的启发式,是评估信念归属的快速简便的方法,通常在正常情况下是准确的,但远非100%可靠。我讨论了类似的知识归属和其他态度的启发式。这些原则仅仅具有启发式的地位,不需要预先在理论上向它们的用户表明。这一观点证实了Kripke的结论,即从弗雷格谜题中得出语义结论是错误的。我讨论了弗雷格难题的反弗雷格方法的认识论结果,包括克里普克的偶然先验和必要后验案例,以及证据,认知模式,以及概率的认知和主观概念。Anna Mahtani最近对福利经济学中使用的事前帕累托原则的弗雷格谜题的识别提供了一个有趣的例子。我建议将模型构建方法作为处理至少部分困难的最有希望的方法。最后一个问题是在不同的反fregean语义方法之间的选择,从非常粗粒度的内涵方法,句子表达从(形而上学的)可能世界到真值的功能,到更细粒度的高内涵方法,句子表达从可能或不可能世界到真值或罗素式结构化命题的功能。一些高内涵理论违背了语义组合性。更一般地说,由于我们的态度归因依赖于启发式,它们应该表现出某种程度的错误;虽然高内涵的方法可能会稍微降低假设误差的水平,但这样做的代价是大大增加了理论的复杂性,因此解释力很弱。从方法上讲,简单的内涵方法效果更好。
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Epistemological Consequences of Frege Puzzles
ABSTRACT:Frege puzzles exploit cognitive differences between co-referential terms (such as 'Hesperus' and 'Phosphorus'). Traditionally, they were handled by some version of Frege's distinction between sense and reference, which avoided disruptive consequences for epistemology. However, the Fregean programme did not live up to its original promise, and was undermined by the development of theories of direct reference; for semantic purposes, its prospects now look dim. In particular, well-known analogues of Frege puzzles concern pairs of uncontentious synonyms; attempts to deal with them by distinguishing idiolects or postulating 'narrow contents' or elaborate forms of context-sensitivity are inadequate or semantically implausible. Although ascriptions of knowledge, belief, and other attitudes are ubiquitous in epistemology, epistemologists have not properly come to terms with the surprising consequences of anti-Fregean semantic accounts of attitude ascriptions. In 'A Puzzle about Belief', Saul Kripke shows that natural-seeming disquotational principles for ascribing belief lead to apparently unacceptable consequences, including outright contradictions, in problem cases. Such disquotation principles, I argue, are best regarded not as conceptual connections but just as heuristics in the psychological sense, quick and easy ways of assessing belief ascriptions, usually accurate under normal conditions but far from 100% reliable. I discuss similar heuristics for ascribing knowledge and other attitudes. That the principles have a merely heuristic status need not be pre-theoretically manifest to their users. This view vindicates Kripke's conclusion that it would be wrong-headed to draw semantic conclusions from Frege puzzles. I discuss the epistemological consequences of an anti-Fregean approach to Frege puzzles, including for Kripke's cases of the contingent a priori and the necessary a posteriori, but also for evidence, for epistemic modalities, and for epistemic and subjective conceptions of probability. Anna Mahtani's recent identification of Frege puzzles for the ex ante Pareto Principle as used in welfare economics provides an interesting example. I suggest a model-building methodology as the most promising way of handling at least some of the difficulties. A final issue is the choice between different anti-Fregean approaches to semantics, from very coarse-grained intensional approaches on which sentences express functions from (metaphysically) possible worlds to truth-values to more fine-grained hyperintensional approaches on which sentences express functions from possible or impossible worlds to truth-values or else Russellian structured propositions. Some of the hyperintensional theories violate semantic compositionality. More generally, since our attitude ascriptions rely on heuristics, they should be expected to exhibit some level of error; although hyperintensional approaches may be able slightly to reduce the level of postulated error, they do so at the cost of vastly increased theoretical complexity, and so have weak explanatory power. Methodologically, a simple intensional approach does better.
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