Lemma 38.13.9 (05IN)—The Stacks project

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Part 2: Schemes
Chapter 38: More on Flatness
Section 38.13: Flat finite type modules, Part II
Lemma 38.13.9 (cite)

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Lemma 38.13.9. Let $f : X \to S$ be a morphism of schemes which is locally of finite type and flat. If $S$ is integral, then $f$ is locally of finite presentation.

Proof. Special case of Lemma 38.13.8. $\square$

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