Definition 29.34.13. Let $d \geq 0$ be an integer. We say a morphism of schemes $f : X \to S$ is smooth of relative dimension $d$ if $f$ is smooth and $\Omega _{X/S}$ is finite locally free of constant rank $d$.
Definition 29.34.13. Let $d \geq 0$ be an integer. We say a morphism of schemes $f : X \to S$ is smooth of relative dimension $d$ if $f$ is smooth and $\Omega _{X/S}$ is finite locally free of constant rank $d$.
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