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Oct 2 at 12:28 vote accept user267839
Aug 6 at 5:52 comment added Jason Starr Just to add a historical note, that result is due to Chevalley.
Aug 5 at 13:01 comment added user267839 On the other hand what about faithfully flat (but neccessarily finite) coverings $X' \to X$ of type obtained by faithflat map on the base $s: S' \to S$, ie $X'=X \times S'$, eg for $S$ spec of $k$ and $S'$ spec of alg closure. So in ff descent setting for the base. Can for this type covers $g$ - which so a not neccess finite - ampleness checked after base change? In other words, is ampleness checkable by descent on base?
Aug 5 at 12:52 history edited Will Sawin CC BY-SA 4.0
deleted 2 characters in body
Aug 5 at 12:44 history answered Will Sawin CC BY-SA 4.0