= Localization of a topological space
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In topology, the localization of a topological space is a method of constructing a new topological space from an existing one by focusing on a particular subset of the original space. The concept of localization can be understood in several contexts, such as the localization of rings or sheaves, but here I will outline the localization of a topological space itself, particularly in algebraic topology. \#\#\# 1.
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