90 citations · 150 across the 27 of their papers we have counts for
36 papers
The nonsymmetric shuffle theorem
Jonah Blasiak, Mark Haiman, Jennifer Morse +2
The shuffle conjecture of Haglund et al. expresses the symmetric function as a sum over labeled Dyck paths. Here is an operator on symmetric functions defined…
Flagged LLT polynomials, nonsymmetric plethysm, and nonsymmetric Macdonald polynomials
Jonah Blasiak, Mark Haiman, Jennifer Morse +2
The plethystic transformation and LLT polynomials are central to the theory of symmetric Macdonald polynomials. In this work, we introduce and study nonsy…
Finite matrix multiplication algorithms from infinite groups
Jonah Blasiak, Henry Cohn, Joshua A. Grochow +2
The Cohn-Umans (FOCS '03) group-theoretic framework for matrix multiplication produces fast matrix multiplication algorithms from three subsets of a finite group satisfying a s…
A raising operator formula for Macdonald polynomials
Jonah Blasiak, Mark Haiman, Jennifer Morse +2
We give an explicit raising operator formula for the modified Macdonald polynomials , which follows from our recent formula for on an LLT polynomial…
Multislant matrices and Jacobi--Trudi determinants over finite fields
Omesh Dhar Dwivedi, Jonah Blasiak, Darij Grinberg
The problem of counting the -valued points of a variety has been well-studied from algebro-geometric, topological, and combinatorial perspectives. We explore a combin…
Noncommutative Schur functions for posets
Jonah Blasiak, Holden Eriksson, Pavlo Pylyavskyy +1
The machinery of noncommutative Schur functions is a general approach to Schur positivity of symmetric functions initiated by Fomin-Greene. Hwang recently adapted this theory to po…