6 citations · 7 across the 2 of their papers we have counts for
2 papers
math.QA2018★ 6 cited
DG structures on odd categorified quantum sl(2)
Aaron D. Lauda, Ilknur Egilmez
We equip Ellis and Brundan's version of the odd categorified quantum group for sl(2) with a differential giving it the structure of a graded dg-2-supercategory. The presence of the…
math.QA2017★ 1 cited
A DG-extension of symmetric functions arising from higher representation theory
Andrea Appel, Ilknur Egilmez, Matthew Hogancamp +1
We investigate analogs of symmetric functions arising from an extension of the nilHecke algebra defined by Naisse and Vaz. These extended symmetric functions form a subalgebra of t…