论文标题
电晕代数可计数饱和的障碍
Obstructions to countable saturation in corona algebras
论文作者
论文摘要
我们研究了阿贝尔C*代数的冠冕冠冕的饱和程度。特别是，我们表明$ C_0（\ bbr^n）$的电晕代数在且仅当$ n = 1 $时饱和。
We study the extent of countable saturation for coronas of abelian C*-algebras. In particular, we show that the corona algebra of $C_0(\bbR^n)$ is countably saturated if and only if $n=1$.
