Finite compactifications of $\omega^* \setminus \{x\}$
The space $S_\kappa$ is the Stone space of the $\kappa$-saturated Boolean algebra of cardinality $\kappa$. It exists provided that $\kappa = \kappa^{<\kappa}$, and is characterised topologically as the unique $\kappa$-Parovichenko space of weight $\kappa$. Under the Continuum Hypothesis, $S_{...
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| Format: | Journal article |
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Nipissing University
2014
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