Definition 92.24.1. Let $f : X \to Y$ be a morphism of schemes. The cotangent complex $L_{X/Y}$ of $X$ over $Y$ is the cotangent complex of $f$ as a morphism of ringed spaces (Definition 92.20.1).
Definition 92.24.1. Let $f : X \to Y$ be a morphism of schemes. The cotangent complex $L_{X/Y}$ of $X$ over $Y$ is the cotangent complex of $f$ as a morphism of ringed spaces (Definition 92.20.1).
Comments (0)