activity
20142023
most citedBases of the quantum matrix bialgebra and induced sign characters of the Hecke algebra

1 citations · 2 across the 8 of their papers we have counts for

collaborators

9 papers

cs.LG2023

Two to Five Truths in Non-Negative Matrix Factorization

John M. Conroy, Neil P Molino, Brian Baughman +3

In this paper, we explore the role of matrix scaling on a matrix of counts when building a topic model using non-negative matrix factorization. We present a scaling inspired by the…

cs.SI2020

Deception and the Strategy of Influence

Brian B., William Fleshman, Kevin H. +2

Organizations have long used deception as a means to exert influence in pursuit of their agendas. In particular, information operations such as propaganda distribution, support of…

math.CO2018★ 1 cited

Bases of the quantum matrix bialgebra and induced sign characters of the Hecke algebra

Ryan Kaliszewski, Justin Lambright, Mark Skandera

We combinatorially describe entries of the transition matrices which relate monomial bases of the zero-weight space of the quantum matrix bialgebra. This description leads to a com…

math.CO2017

Colorful combinatorics and Macdonald polynomials

Ryan Kaliszewski, Jennifer Morse

The non-negative integer cocharge statistic on words was introduced in the 1970's by Lascoux and Schützenberger to combinatorially characterize the Hall-Littlewood polynomials. Coc…

math.CO2016

A Rational Catalan Formula for -Hikita Polynomials

Ryan Kaliszewski, Debdut Karmakar

Building upon a recent formula for -Catalan polynomials, we describe a formula for -Hikita polynomials in terms related to Catalan polynomials. This formula shows a s…

math.CO2016

Macdonald symmetry at and a new class of inv-preserving bijections on words

Maria Gillespie, Ryan Kaliszewski, Jennifer Morse

We give a direct combinatorial proof of the -symmetry relation in the Macdonald polynomials at the specialization .…