Effective descent morphisms of ordered families

2024/07/11 by Clementino, Maria Manuel, Prezado, Rui
#06A07 #18A25 #18A30 #18B35 #18B50 #18D30 #Category Theory (math.CT) #FOS: Mathematics

paper · doi:10.48550/arxiv.2407.08573

Abstract

We present a characterization of effective descent morphisms in the lax comma category Ord//X when X is a locally complete ordered set, as well as in the antisymmetric setting.

Related

• Effective descent morphisms of filtered preorders
• Pure morphisms are effective for modules
• Topological lax comma categories
• Functors Preserving Effective Descent Morphisms
• Effective descent morphisms for Banach modules