THE CATEGORY OF OPETOPES AND THE CATEGORY OF OPETOPIC SETS (2003)
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by
Eugenia Cheng
| Venue: | THEORY AND APPLICATIONS OF CATEGORIES |
| Citations: | 3 - 1 self |
BibTeX
@MISC{Cheng03thecategory,
author = {Eugenia Cheng},
title = { THE CATEGORY OF OPETOPES AND THE CATEGORY OF OPETOPIC SETS},
year = {2003}
}
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Abstract
We give an explicit construction of the category Opetope of opetopes. We prove that the category of opetopic sets is equivalent to the category of presheaves over Opetope.
Citations
| 550 | Term rewriting systems - Klop - 1992 |
| 316 | Basic Concepts of Enriched Category Theory - Kelly - 1982 |
| 70 | Higher-Dimensional Algebra III: n-Categories and the Algebra of Opetopes - Baez, Dolan |
| 30 | Operads in higher-dimensional category theory, Theory and Applications of Categories 12 - Leinster - 2004 |
| 18 | An Introduction to n-Categories - Baez |
| 16 | On weak higher dimensional categories - HERMIDA, MAKKAI, et al. - 2002 |
| 14 | On weak higher dimensional categories, I Parts 1,2,3 - Hermida, Makkai, et al. - 2001 |
| 9 | Weak n-categories: opetopic and multitopic foundations. October 2002. Submitted to the Journal of Pure and Applied Algebra. Also available at: http://www.dpmms.cam.ac.uk/∼elgc2 - Cheng |
| 7 | Weak n-categories: comparing opetopic foundations - Cheng |
| 5 | A relationship between trees and Kelly-Mac Lane graphs - Cheng - 2006 |
| 4 | On weak higherdimensional categories I – 2 - Hermida, Makkai, et al. |
| 1 | Corrected version as of Dec - Street, Nov - 1995 |
