Cellular Presentations of Generalized Reedy Categories

  • EMILY RIEHL
  • Published 2014

Abstract

This work in progress explores the algebraic perspective on the notion of generalized Reedy category introduced by Berger and Moerdijk [BM08]. The aim is to unify inductive arguments by means of a canonical presentation of the hom bifunctor as a “generalized cell complex.” This is analogous to the weighted (co)limits approach to ordinary Reedy category theory taken in [RV13], which inspired this work.

Cite this paper

@inproceedings{RIEHL2014CellularPO, title={Cellular Presentations of Generalized Reedy Categories}, author={EMILY RIEHL}, year={2014} }