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20092026
most citedColored five-vertex models and Lascoux polynomials and atoms

21 citations · 267 across the 50 of their papers we have counts for

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Showing 2020Show all

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math.CO2020★ 11 cited

Refined dual Grothendieck polynomials, integrability, and the Schur measure

Kohei Motegi, Travis Scrimshaw

We construct a vertex model whose partition function is a refined dual Grothendieck polynomial, where the states are interpreted as nonintersecting lattice paths. Using this, we sh…

math.CO2020★ 15 cited

Double Grothendieck polynomials and colored lattice models

Valentin Buciumas, Travis Scrimshaw

We construct an integrable colored six-vertex model whose partition function is a double Grothendieck polynomial. This gives an integrable systems interpretation of bumpless pipe d…