nLab
(n,1)sheaf
Context
$(\infty,1)$Topos Theory
(∞,1)topos theory
Background
Definitions

elementary (∞,1)topos

(∞,1)site

reflective sub(∞,1)category

(∞,1)category of (∞,1)sheaves

(∞,1)topos

(n,1)topos, ntopos

(∞,1)quasitopos

(∞,2)topos

(∞,n)topos
Characterization
Morphisms
Extra stuff, structure and property

hypercomplete (∞,1)topos

over(∞,1)topos

nlocalic (∞,1)topos

locally nconnected (n,1)topos

structured (∞,1)topos

locally ∞connected (∞,1)topos, ∞connected (∞,1)topos

local (∞,1)topos

cohesive (∞,1)topos
Models
Constructions
structures in a cohesive (∞,1)topos
Contents
Definition
For $n \in \mathbb{Z}$, $2 \leq n \lt \infty$, an $(n,1)$sheaf is an ntruncated (∞,1)sheaf: an (∞,1)sheaf with values in ngroupoids.
This is also sometimes called an $(n1)$stack.
Examples
Last revised on February 20, 2015 at 04:40:14.
See the history of this page for a list of all contributions to it.