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20132022
most citedUniversal Partial Words over Non-Binary Alphabets

21 citations · 34 across the 10 of their papers we have counts for

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math.CO2019

Enumerating Parking Completions Using Join and Split

Ayomikun Adeniran, Steve Butler, Galen Dorpalen-Barry +5

Given a strictly increasing sequence with entries from , a parking completion is a sequence with and $|…

math.CO2019★ 2 cited

A positivity phenomenon in Elser's Gaussian-cluster percolation model

Galen Dorpalen-Barry, Cyrus Hettle, David C. Livingston +4

Veit Elser proposed a random graph model for percolation in which physical dimension appears as a parameter. Studying this model combinatorially leads naturally to the consideratio…

math.CO2017★ 1 cited

Box polynomials and the excedance matrix

Richard Ehrenborg, Alex Happ, Dustin Hedmark +1

We consider properties of the box polynomials, a one variable polynomial defined over all integer partitions whose Young diagrams fit in an by box. We show that these p…

math.CO2016

Flag Descents and Eulerian Polynomials for Wreath Product Quotients

Dustin Hedmark, Cyrus Hettle, McCabe Olsen

We investigate the -colored Eulerian polynomials and a notion of descents introduced in a recent paper of Hedmark and show that such polynomials can be computed as a polynomial…

math.CO2016★ 21 cited

Universal Partial Words over Non-Binary Alphabets

Bennet Goeckner, Corbin Groothuis, Cyrus Hettle +4

Chen, Kitaev, Mütze, and Sun recently introduced the notion of universal partial words, a generalization of universal words and de Bruijn sequences. Universal partial words allow f…