Lemma 92.20.2. Let $f : (X, \mathcal{O}_ X) \to (S, \mathcal{O}_ S)$ be a morphism of ringed spaces. Then $H^0(L_{X/S}) = \Omega _{X/S}$.
Proof. Special case of Lemma 92.18.6. $\square$
Lemma 92.20.2. Let $f : (X, \mathcal{O}_ X) \to (S, \mathcal{O}_ S)$ be a morphism of ringed spaces. Then $H^0(L_{X/S}) = \Omega _{X/S}$.
Proof. Special case of Lemma 92.18.6. $\square$
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