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On the uniqueness of cellular injectives
Published 28 Feb 2017 in math.CT and math.FA | (1702.08684v2)
Abstract: A. Avil\'es and C. Brech proved a intriguing result about the existence and uniqueness of certain injective Boolean algebras or Banach spaces. Their result refines the standard existence and uniqueness of saturated models. They express a wish to obtain a unified approach in the context of category theory. We provide this in the framework of weak factorization systems. Our basic tool is the fat small object argument.
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