Lemma 47.24.3. Let $\varphi $ be a finite type homomorphism of Noetherian rings. If $\omega _ R^\bullet $ is a dualizing complex for $R$, then $\varphi ^!(\omega _ R^\bullet )$ is a dualizing complex for $A$.
Lemma 47.24.3. Let $\varphi $ be a finite type homomorphism of Noetherian rings. If $\omega _ R^\bullet $ is a dualizing complex for $R$, then $\varphi ^!(\omega _ R^\bullet )$ is a dualizing complex for $A$.
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