"for i ≠ n, where denotes the n-th singular homology group of X and is the i-th reduced homology group. Then X is said to be a Moore space. Also, X is by definition simply-connected if n>1.[citation needed]
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In page Moore space (algebraic topology):
"for i ≠ n, where denotes the n-th singular homology group of X and is the i-th reduced homology group. Then X is said to be a Moore space. Also, X is by definition simply-connected if n>1.[citation needed]
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