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The page looks much better now, but I can’t make sense of the following:
In this case it is not the category that is a quotient, but its objects are quotients
A Serre quotient category seems to me as much a quotient category as anything else, and one can construct it without changing the objects of the abelian category of which it is a quotient…
A Serre quotient category seems to me as much a quotient category as anything else, and one can construct it without changing the objects of the abelian category of which it is a quotient…
Surely, his original construction is such, as I mentioned in the parallel thread o torsion theories and quotient.
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