隐变量、准集合和基本粒子
Hidden variables, quasi-sets, and elementary particles
摘要：
我们最近已经证明，在某种意义上，可以在集合论框架中使用隐变量来处理不可区分的基本粒子的集合（在量子力学的背景下）。在本文中，我们使用这样的形式主义作为准集合论的模型。基于Zermelo-Fraenkel集合论的准集合论是为了处理不可区分但在某种意义上不相同的对象的集合而发展的。
英文摘要：
We have recently showed that it is possible to deal with collections of indistinguishable elementary particles (in the context of quantum mechanics) in a set-theoretical framework by using hidden variables, in a sense. In the present paper we use such a formalism as a model for quasi-set theory. Quasi-set theory, based on Zermelo-Fraenkel set theory, was developed for dealing with collections of indistinguishable but, in a sense, not identical objects.
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