= Moore space (algebraic topology)
{wiki=Moore_space_(algebraic_topology)}
In algebraic topology, a **Moore space** refers to a particular type of topological space that arises in the study of homotopy theory and is used in the construction of certain types of homotopy groups and CW complexes. A Moore space is defined as a connected space \\( M(X, n) \\) that has the following properties: 1. **Construction**: The space is constructed from a space \\( X \\) and a positive integer \\( n \\).
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