Evan Jenkins

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Name Evan Jenkins
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Location Chicago
Age 28
I am a graduate student at the University of Chicago. I study quantum algebra, mainly from the point of view of tensor categories.
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Is an invertible biset necessarily a bitorsor?

mar 26 10 at 21:51 Evan Jenkins 4,146●1●8●21

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54

Answers
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23
Elementary+Short+Useful
22
Square root of a positive $C^\infty$ function.
19
Prime numbers as knots: Alexander polynomial
12
What is the analog of a topos in quantum logic?
12
String diagrams for (weak) monoidal categories
11
If “tensor” has an adjoint, is it automatically an “internal Hom”?
10
Definition of forgetful functor
9
What is the purpose of tangential base-points?
9
symmetry in monoidal categories
8
Recovering classical Tannaka duality from Lurie’s version for geometric stacks
8
Group extensions and actions on categories
8
Work on independence of pi and e
8
Example of a CW complex not homeomorphic to the realization of a simplicial set?
8
Langlands Dual Groups
7
Morita invariance of Drinfeld centre
7
Homotopy Groups of de Sitter and Anti-de Sitter?
7
Saavedra’s Definition of Tannakian Category
6
Relating two characterizations of ${\mathfrak sl}_{n > 2}$ among simple Lie algebras
6
Mnemonic for how left and right duals interact with Homs
6
Physics and Church–Turing Thesis
6
From tensor algebras in monoidal categories to (commutative?) monoids
6
How to explicitly describe algebras in a monoidal 2-category?
6
Is there a good notion of “induction” for representations of 2-categories?
6
What is an example of a topological space that is not homotopy equivalent to a CW-complex?
6
How can I understand the “groupoid” quotient of a group action as some sort of “product”?
5
In a k-linear category, what is the tensor product between a hom space and an object?
5
Reference request: representations of unipotent groups have a fixed point.
5
Does any identity holding in all finite-dimensional Lie algebras hold in all Lie algebras?
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Diagram calculus for weak 2-functors between bicatgories
4
A reference book for Schur’s lemma
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