赫福德条件式的研究方法

Alexandros Kalomoiros
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引用次数: 0

摘要

我们提出了一种基于冗余的方法来解决赫福德分词之谜。我们认为,一旦我们认识到否定和非否定的赫福德分词并不等同,这个难题就会迎刃而解。我们提出了一种被称为超冗余的理论来捕捉这种对比,并研究了它如何与处理条件式的不同方法相匹配。结果表明,在超冗余下,赫福德条件范式在条件的实质蕴涵和严格语义学方法下是成立的,但在可变严格语义学下却不成立。最后,我们扩展了我们的理论,以捕捉最近在 Marty & Romoli (2022) 中受到关注的一些令人费解的赫福德现象。
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An approach to Hurford Conditionals
We propose a redundancy-based solution to the puzzle of Hurford con- ditionals. We argue that the puzzle goes away once we recognise that negated and unnegated Hurford disjunctions are not on par. We develop a theory, dubbed super-redundancy, that captures this contrast, and investigate how it can be paired with different approaches to conditionals. It turns out that under super-redundancy, the Hurford conditional paradigm follows under the material implication and strict semantics approaches to conditionals, but not under the variably strict semantics. Finally, we extend our theory to capture some puzzling cases of Hurford phenom- ena that have recently received attention in Marty & Romoli (2022).
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