著者
三平 正明
出版者
日本科学哲学会
雑誌
科学哲学 (ISSN:02893428)
巻号頁・発行日
vol.33, no.2, pp.147-161, 2000-11-25 (Released:2009-05-29)

In his influential paper "What numbers could not be", P. Benacerraf argues that numbers could not be objects at all, and that the search for which particular objects the numbers really are is a misguided one. It is widely held that he has given a knock-down argument against a platonistic conception of arithmetic. But, in this paper, I shall try to show first that his argument fails because it depends on too strong an assumption. Second, his criticism is not applicable to the version of platonism that Frege proposed.

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アーニーとジョニーはそれぞれ,二 人の戦闘的な論理学者の息子である.このような親を持ったために,算術に関する彼らの教育は風変わりな仕方で,いやむしろ正統な仕方で「教育的順序が認識論的順序となる」ように行われた. https://t.co/MPQFka99vo

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