论复数数词的清白性和确定性

Salvatore Florio, Øystein Linnebo
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引用次数: 18

摘要

多元逻辑被广泛认为有两个重要的优点:本体论的清白性和确定性。这两个假设都是有问题的,正如为复数逻辑提供henkin风格的语义所显示的那样,这种语义不使用集合,而是使用复数术语来具有复数引用。这种语义产生了一个广义的本体论承诺概念,这一概念被用来发展早期对所谓多元逻辑的本体论清白的批评的一些观点。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
On the Innocence and Determinacy of Plural Quantification
Plural logic is widely assumed to have two important virtues: ontological innocence and determinacy. Both assumptions are problematic, as is shown by providing a Henkin-style semantics for plural logic that does not resort to sets but takes a plural term to have plural reference. This semantics gives rise to a generalized notion of ontological commitment, which is used to develop some ideas of earlier critics of the alleged ontological innocence of plural logic.
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