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Possible worlds in 'The Craft of Formal Logic'

机译:“形式逻辑的技巧”中的可能世界

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"The Craft of Formal Logic" is Arthur Prior's unpublished textbook, written in 1950-51, in which he developed a theory of modality as quantification over possible worlds-like objects. This theory predates most of the prominent pioneering texts in possible worlds semantics and anticipates the significance of its basic concept in modal logic. Prior explicitly defines modal operators as quantifiers of 'entities' with modal character. Although he talks about these 'entities' only informally, and hesitates how to name them, using alternately the phrases 'possible states of affairs', 'chances', 'cases' or 'peculiar objects', he is nevertheless very clear that they should be the fundamental concept of any theory of modality as a form of quantity. Without the assumption that modal operators quantify over such modal objects, the modal system will be incapable of distinguishing an actually true proposition from a necessarily true one. Due to the fact that Prior never made any direct reference to this theory in his subsequently published papers, it remained largely unknown. The comparison of "The Craft" with some of his papers on tense logic suggests that this early theory of modality underlies his later work on temporality.
机译:“形式逻辑的技巧”是亚瑟·普里尔(Arthur Prior)于1950-51年间未出版的教科书,在其中他发展了情态理论,对可能的类世界物体进行量化。该理论在可能的世界语义学之前早于大多数杰出的开创性著作,并预见了其基本概念在模态逻辑中的重要性。 Prior明确将模态运算符定义为具有模态特征的“实体”的量词。尽管他只是非正式地谈论这些“实体”,并犹豫如何命名它们,但还是交替使用“可能的事态”,“机会”,“案例”或“特殊对象”,但他仍然非常清楚地指出它们应该是形式作为数量形式的任何形式理论的基本概念。如果没有模态运算符对此类模态对象进行量化的假设,则模态系统将无法区分实际的真实命题和必要的真实命题。由于普里尔(Prior)在其随后发表的论文中从未直接提及该理论,因此在很大程度上仍然未知。 “手工艺”与他的一些关于时态逻辑的论文的比较表明,这种早期的情态理论奠定了他后来关于时间性的基础。

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