TL;DR
This paper extends the concept of pasting diagrams to categories enriched in quasi-categories, providing a new pasting theorem that advances the understanding of compositional structures in higher category theory.
Contribution
It introduces a pasting theorem for categories enriched in quasi-categories, expanding the applicability of pasting diagrams in higher categorical contexts.
Findings
Proves a new pasting theorem for enriched categories
Extends Power's notion of pasting diagrams to quasi-categories
Enhances understanding of compositional structures in higher categories
Abstract
Building on Power's notion of a pasting diagram, we prove a pasting theorem for categories enriched in quasi-categories.
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Taxonomy
TopicsHomotopy and Cohomology in Algebraic Topology · Advanced Topics in Algebra · Topological and Geometric Data Analysis