Lemma 13.28.3. Let F : \mathcal{D} \to \mathcal{D}' be an exact functor of triangulated categories. Then F induces a group homomorphism K_0(\mathcal{D}) \to K_0(\mathcal{D}').
Proof. Omitted. \square
Lemma 13.28.3. Let F : \mathcal{D} \to \mathcal{D}' be an exact functor of triangulated categories. Then F induces a group homomorphism K_0(\mathcal{D}) \to K_0(\mathcal{D}').
Proof. Omitted. \square
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