COMPACTNESS AND COMPACTIFICATION TERENCE TAO In mathematics, it is well known that the behaviour of finite sets and the behaviour of infinite sets can be rather different. For instance, each of the following statements i

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Date: 2007-11-23 14:39:20 Topological spaces Mathematical analysis Compact space Stone–Čech compactification Locally compact space Closed set Compact operator Sequentially compact space Metric space Topology General topology Compactification		COMPACTNESS AND COMPACTIFICATION TERENCE TAO In mathematics, it is well known that the behaviour of finite sets and the behaviour of infinite sets can be rather different. For instance, each of the following statements i Add to Reading List Source URL: www.math.ucla.edu Download Document from Source Website File Size: 89,06 KB Share Document on Facebook

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