20 citations · 83 across the 9 of their papers we have counts for
4 papers · 1 filter
Deligne categories and representations of the infinite symmetric group
Daniel Barter, Inna Entova-Aizenbud, Thorsten Heidersdorf
We establish a connection between two settings of representation stability for the symmetric groups over . One is the symmetric monoidal category ${\rm Rep}(S_{\i…
A remark about 6j symbols and young semi-normal form
Daniel Barter
We compute some 6j symbols in the category of polynomial representations of .
Computing the Minimal Model for the Quantum Symmetric Algebra
Daniel Barter
In this note, we use some of the tensor categorial machinery developed by the quantum algebra community to study algebraic objects which appear in representation stability. In MR34…
Noetherianity and rooted trees
Daniel Barter
Let T be the category whose objects are rooted trees and morphisms are order embeddings preserving the root. We prove that finitely generated representations of T are Noetherian us…