Lemma 101.27.3. A base change of a finitely presented morphism is of finite presentation. The same holds for morphisms which are locally of finite presentation.
Lemma 101.27.3. A base change of a finitely presented morphism is of finite presentation. The same holds for morphisms which are locally of finite presentation.
Proof. Combine Remark 101.16.4 with Morphisms of Spaces, Lemma 67.28.3. $\square$
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