Remark 87.21.18 (Variant for Noetherian). Let $P$ be a local property of morphisms of $\textit{WAdm}^{Noeth}$, see Remark 87.21.5. We say $P$ has the cancellation property if given $B \to A$ and $C \to B$ in $\textit{WAdm}^{Noeth}$ we have $P(C \to B) \wedge P(C \to A) \Rightarrow P(C \to B)$. In exactly the same way we obtain a variant of Lemma 87.21.12 for morphisms between locally Noetherian formal algebraic spaces over $S$.
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