Implication Details
Claim: If a category has cofiltered-limit-stable epimorphisms and is self-dual, then it has filtered-colimit-stable monomorphisms.
Proof: This holds by self-duality.
Claim: If a category has cofiltered-limit-stable epimorphisms and is self-dual, then it has filtered-colimit-stable monomorphisms.
Proof: This holds by self-duality.