Definition 14.22.3. Let \mathcal{A} be an abelian category. Let A be an object of \mathcal{A} and let k be an integer \geq 0. The Eilenberg-Maclane object K(A, k) is given by the object K(A, k) = i_{k!}U which is described in Lemma 14.22.2 above.
Definition 14.22.3. Let \mathcal{A} be an abelian category. Let A be an object of \mathcal{A} and let k be an integer \geq 0. The Eilenberg-Maclane object K(A, k) is given by the object K(A, k) = i_{k!}U which is described in Lemma 14.22.2 above.
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