Definition 72.14.1. Let $X$ be an algebraic space over the field $k$. We say $X$ is geometrically integral over $k$ if the algebraic space $X_{k'}$ is integral (Definition 72.4.1) for every field extension $k'$ of $k$.
Definition 72.14.1. Let $X$ be an algebraic space over the field $k$. We say $X$ is geometrically integral over $k$ if the algebraic space $X_{k'}$ is integral (Definition 72.4.1) for every field extension $k'$ of $k$.
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