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Lessons from Frege's Puzzle.

机译:弗雷格之谜的教训。

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摘要

Although the problem in the philosophy of language known as "Frege's Puzzle" is well known, it is not well known that 3 different, but related, puzzles have all been identified as "Frege's Puzzle". Each puzzle poses its own unique challenge to Millianism, the view that the meaning or propositional contribution or semantic content of a name is just its referent. It is argued here that every Millian solution to "Frege's Puzzle" that has been proffered hitherto fails to solve it. The reason for failure is that no single solution can be a solution to all 3 puzzles. No single size fits all.;The dissertation sharply demarcates each puzzle from the other two, articulates the unique challenge posed by each and draws the appropriate lessons.;The first lesson is that there are two conceptions of what Frege calls the, "erkenntniswert" translated "cognitive value" or "cognitive worth", of a meaningful expression. According to one conception, the sentences, "ketchup is a breakfast condiment" and "catsup is a breakfast condiment" do not differ in cognitive value in that they are perfectly synonymous, i.e., encode the same proposition. "Ketchup" and "catsup" are perfectly synonymous. According to another conception however, the two sentences however also differ in cognitive value in that a person who fully understands both can rationally believe that they differ in truth-value.;The second lesson is that we have to move away from a standard semantics, where sentences like, "Elton John is Elton John" and "Elton John is Reginald Dwight" differ in the propositions they encode if "Elton John" and "Reginald Dwight" differ in their semantic contents. It seems pretty clear that these sentences differ in informational value---while the former is trivial and a priori, the latter is non-trivial and a posteriori. But, on a standard semantics, the only way to get a difference informational value between the two sentences is by rejecting Millianism. What this shows is that we have to move to a non-standard semantics, which I call, "Collapse Semantics", where we can get a difference in the propositions encoded by the two sentences without rejecting Millianism.;The third is that we have to modify our conceptions of the attitude verbs like, "belief", "know", "doubt", etc. Our ordinary conceptions of these verbs lead to incoherence. On our modified conceptions, they are only partially defined.
机译:尽管众所周知的“弗雷格之谜”语言哲学中的问题是众所周知的,但三个不同但相关的难题都被识别为“弗雷格之谜”。每个谜题都对Millianism构成了独特的挑战,即名称的含义或命题贡献或语义内容只是其引用对象。这里争论的是,迄今提出的每一个Millian解决“弗雷格难题”的方法都无法解决。失败的原因是,没有任何一个解决方案可以解决所有3个难题。没有一个单一的尺寸可以适合所有情况。;本文将每个难题与其他两个难题区分开来,明确阐明了每个难题所带来的独特挑战,并得出了适当的教训。;第一个教训是,弗雷格称之为“ erkenntniswert”有两个概念表示有意义的表达的“认知价值”或“认知价值”。根据一个概念,句子“番茄酱是早餐调味品”和“果酱是早餐调味品”在认知价值上没有区别,因为它们是完全同义的,即编码相同的命题。 “番茄酱”和“ catsup”是完美的同义词。但是,根据另一个概念,这两个句子的认知价值也不同,因为一个完全理解这两个句子的人可以理性地相信它们的真值不同。第二个教训是,我们必须摆脱标准语义,如果“ Elton John”和“ Reginald Dwight”的语义内容不同,则诸如“ Elton John是Elton John”和“ Elton John是Reginald Dwight”的句子在其编码的命题上也不同。显然,这些句子的信息价值不同-前者是琐碎的和先验的,后者是非琐碎的和后验的。但是,在标准语义上,获得两个句子之间的差异性信息值的唯一方法是拒绝Millianism。这说明我们必须转向非标准语义学,我称之为“折叠语义学”,在这里我们可以在不拒绝Millianism的情况下得到两个句子编码的命题的区别。修改我们对态度动词的概念,例如“信仰”,“知道”,“怀疑”等。我们对这些动词的普通概念导致不连贯。在我们修改的概念上,它们仅是部分定义的。

著录项

  • 作者

    Kwon, Daniel.;

  • 作者单位

    University of Southern California.;

  • 授予单位 University of Southern California.;
  • 学科 Philosophy.
  • 学位 Ph.D.
  • 年度 2010
  • 页码 134 p.
  • 总页数 134
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 关键词

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