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20152022
most citedInequality of a class of near-ribbon skew Schur Q-functions

2 citations · 4 across the 8 of their papers we have counts for

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10 papers · 1 filter

math.CO20212 cited

Inequality of a class of near-ribbon skew Schur Q-functions

Maria Gillespie, Kyle Salois

While equality of skew Schur functions is well understood, the problem of determining when two skew Schur functions are equal is still largely open. It has been studied in the…

math.CO2021

Lazy tournaments and multidegrees of a projective embedding of

Maria Gillespie, Sean T. Griffin, Jake Levinson

We provide a new geometric interpretation of the multidegrees of the (iterated) Kapranov embedding $Φ_n:\overline{M}_{0,n+3}\hookrightarrow \mathbb{P}^1\times \mathbb{P}^2\times \c…

math.CO2021

Iterating the RSK Bijection

Maria Gillespie, Jacob Hocevar, Ananya Kulshrestha +1

We investigate the dynamics of the well-known RSK bijection on permutations when iterated on various reading words of the recording tableau. In the setting of the ordinary (row) re…

math.CO2019

Schubert curves in the orthogonal Grassmannian

Maria Gillespie, Jake Levinson, Kevin Purbhoo

We develop a combinatorial rule to compute the real geometry of type B Schubert curves in the orthogonal Grassmannian , which are one-dimensional Schu…

math.CO2018

Characterization of queer supercrystals

Maria Gillespie, Graham Hawkes, Wencin Poh +1

We provide a characterization of the crystal bases for the quantum queer superalgebra recently introduced by Grantcharov et al.. This characterization is a combination of local que…

math.CO2018

Enumerating Anchored Permutations with Bounded Gaps

Maria M. Gillespie, Kenneth G. Monks, Kenneth M. Monks

Say that a permutation of is \textit{-bounded} if every pair of consecutive entries in the permutation differs by no more than . Such a permutation is \textit{…