arXiv · 1110.1066
Reedy categories and the $Θ$-construction
Abstract
We use the notion of multi-Reedy category to prove that, if $\mathcal C$ is a Reedy category, then $Θ\mathcal C$ is also a Reedy category. This result gives a new proof that the categories $Θ_n$ are Reedy categories. We then define elegant Reedy categories, for which we prove that the Reedy and injective model structures coincide.
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Julia E. Bergner, Charles Rezk. 2012-12-19. Reedy categories and the $Θ$-construction. https://arxiv.org/abs/1110.1066
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