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Implication details
Claim:
If a category is
cototal
and is
finitary algebraic
, then it has a
cogenerating collection
.
Proof:
This is the implication (1)
⟹
\implies
⟹
(4) of Proposition 1
here
, which is based on
MO/515539
.
Show 1 category using this implication
category of commutative monoids
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