Theorem 36.14.6 (08ES)—The Stacks project

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Table of contents
Part 2: Schemes
Chapter 36: Derived Categories of Schemes
Section 36.14: Approximation by perfect complexes
Theorem 36.14.6 (cite)

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Theorem 36.14.6. Let $X$ be a quasi-compact and quasi-separated scheme. Then approximation by perfect complexes holds on $X$.

Proof. This follows from the induction principle of Cohomology of Schemes, Lemma 30.4.1 and Lemmas 36.14.5 and 36.14.4. $\square$

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