Free colimit completion in $\infty$-categories
Charles Rezk
TL;DR
This paper explores how properties of Ind-constructions in ∞-categories can be generalized to arbitrary free colimit completion constructions, broadening the understanding of colimit processes in higher category theory.
Contribution
It extends known properties of Ind-constructions to a more general setting of free colimit completions in ∞-categories, providing new theoretical insights.
Findings
Generalization of Ind-construction properties to free colimit completions
Framework applicable to a wide class of ∞-categories
Enhanced understanding of colimit processes in higher categories
Abstract
We show how several useful properties of Ind-constructions in -categories extend to arbitrary free colimit completion constructions.
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Taxonomy
TopicsHomotopy and Cohomology in Algebraic Topology · Intracranial Aneurysms: Treatment and Complications · Vascular Malformations Diagnosis and Treatment