Daniël Kroes

My research interests lie in the area of combinatorics. With Brendon Rhoades I am working on generalized coinvariant algebras, a collection of \(S_n\)-modules defined by Haglund, Rhoades and Shimozono as quotients of the polynomial ring in \(n\) variables. I found isomorphic modules obtained as quotients of the Stanley-Reisner ring of the Boolean algebra. Recently we have been interestind in finding more \(S_n\)-modules with graded Frobenius images equalling specializations of expressions arising from the Delta conjecture.

Publications

Below is a list of my papers and preprints.