Lemma 93.7.4. In Example 93.7.1 assume $P$ is a finitely generated graded $k$-algebra. Assume $\Lambda $ is a complete local ring with residue field $k$ (the classical case). Then the functor
of isomorphism classes of objects has a hull.
Lemma 93.7.4. In Example 93.7.1 assume $P$ is a finitely generated graded $k$-algebra. Assume $\Lambda $ is a complete local ring with residue field $k$ (the classical case). Then the functor
of isomorphism classes of objects has a hull.
Proof. This follows immediately from Lemmas 93.7.2 and 93.7.3 and Formal Deformation Theory, Lemma 90.16.6 and Remark 90.15.7. $\square$
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