Kuratowski's Free Set Theorem is a result in topology, specifically in the field of set theory related to topological spaces. It deals with the concept of "free sets" in topological spaces and explores how they relate to continuous functions and mappings. In simple terms, a subset \( S \) of a topological space \( X \) is called a **free set** if it meets specific criteria, which generally relate to the properties of open sets and the structure of the space.
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