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ag.algebraic geometry – Is Qcoh(X) domestically presentable?
Let $X$ breathe a strategy. Is the class $QCoh(X)$ of quasi-coherent sheaves on $X$ domestically presentable? If so, can we are saying something in regards to the $kappa$ for which $QCoh(X)$ is domestically $kappa$-presentable? (e.g. is it at all times finitely presentable? Or associated to the $kappa$ of Gabber’s outcome?)
I’m notably within the illustration the place $X$ is quasi-comact quasi-separated (qcqs).
In my trying to find references, I’ve come throughout solutions starting from “we don’t know”, “when qcqs”, to “always”, and would value some readability.
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