A homotopy colimit theorem for diagrams of braided monoidal categories
A homotopy colimit theorem for diagrams of braided monoidal categories
Thomason’s Homotopy Colimit Theorem has been extended to bicategories and this extension can be adapted, through the delooping principle, to a corresponding theorem for diagrams of monoidal categories. In this version, we show that the homotopy type of the diagram can also be represented by a genuine simplicial set nerve …