Definition 111.33.12. A scheme $X$ is called *integral* if $X$ is nonempty and for every nonempty affine open $U \subset X$ the ring $\Gamma (U, \mathcal{O}_ X) = \mathcal{O}_ X(U)$ is a domain.

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## Comments (2)

Comment #1068 by Lenny Taelman on

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