It is consistent that there is a compact space of character less than the splitting number in which there are no converging sequences. Such a space is an Efimov space.

中文翻译：

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一个Efimov空间，其字符少于 $\mathfrak{s}$

一致的是，字符的紧凑空间小于没有会聚序列的分割数。这样的空间就是Efimov空间。