论文标题
布尔值集合作为任意对象
Boolean-valued sets as arbitrary objects
论文作者
论文摘要
本文探讨了布尔值的集合理论的阶级模型与大致吉特·菲尔（Kit Fine）单词意义上的任意对象理论之间的联系。特别是，它探讨了以下假设：设定理论宇宙整体可以看作是任意实体，而这又可以将其视为由任意对象组成，即。任意集。
This article explores the connection between boolean-valued class models of set theory and the theory of arbitrary objects in roughly Kit Fine's sense of the word. In particular, it explores the hypothesis that the set theoretic universe as a whole can be seen as an arbitrary entity, which can in turn be taken to consist of arbitrary objects, viz. arbitrary sets.
