Existence of Orbifolds IV: Examples
Paul Feit
Abstract
This work concludes a series of four papers on the foundational theory of orbifolds and stacks. We apply the abstract theory, developed in its predecessors, to orbifolds derived from manifolds. Specifically, we show how the very concrete topological base spaces associated to such orbifolds can be described and manipulated in our universal language. At the same time, we interpret our many categorical axioms in several explicit contexts.
Create a lesson
Related papers
Failure of Higher-Order Truth within Intuitionistic Propositional Logic
Lingyuan Ye, Yiqi Xu
Finitistic dimensions in triangulated categories with a compact silting generator
Xiaoyan Yang
De Morgan's Laws in Tensor-Triangular Geometry
Mark Lyttle
Absolute colimits
Richard Garner, Ross Street
A Categorical Framework for the Direct Integration of Banach Spaces
Daniel Funck, Giacomo Gavelli
The Cofree Functor on G-Sets and Its Approximations
Frank Murphy-Hernandez