这是属于无限集理论中一个著名的论题。
The argument I've just presented is a famous one in the theory of infinite sets.
由此得知：1．康托尔为了对无限集进行分类提出连续统猜想时间上是合理的；
The conclusions are drawn as follows: 1. The time when Cantor raised the Continuum Problem is suitable; 2.
同时给出了人群中出现无限集（指大量人群集中在一组或几组中）的一个必要条件，无限集的出现可能对应于股市崩溃的情形。
We derive the size distribution of these interacting agents and give a necessary condition for the occurrence of infinite size cluster which might correspond to the large crashes in stock market.
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