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3
Applications and examples of quotient categories of abelian categories
4
Generalized Categories for “Higher Homotopy Groupoids”
1
Removing a simplicial subset from a simplicial set
1
Numerable covers from the point of view of Grothendieck topologies
1
Multigraphs and Social Network Analysis
6
A category with objects that are not based on sets or classes
3
This is not a category. What is it?
0
I know that you know…
3
ANR Subsets of banach spaces
1
Good book on Riemann surfaces and Galois theory?
1
What constitutes the division between discrete and non-discrete math? Are there any math subject where it’s being blurred?
1
Second homotopy groups of 3-complexes and Fenn’s spiders.
7
What are the applications of Dowker’s theorem?
6
resolution by simplicial objects versus resolution by chain complex
4
Topologically enriched homotopy colimits commuting with homotopy pullbacks
1
Categorification of coends and ends
3
Is there a sense in which the homotopy theory of simplicial sets is the “paradigmatic” one?
3
Higher categories as data structures
0
Connected covering spaces of a homotopy colimit
5
When is the category of pro-objects a homotopy category?
6
Readings for an honors liberal art math course
3
References for the categories: DIFF PL LIP TOP
4
Mathematics and cancer research ?
4
Fitting desired weak equivalences and cofibrations into a model category
5
Non standard Algebraic Topology
3
What are Galois Categories used for?
3
Topological examples of profinite groups
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Does the extension to the pro-completion of a left exact (finite) colimit preserving functor preserve (finite) colimits
2
Duality between proper homotopy theory and strong shape theory
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Are higher categories useful?
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