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20042023
most citedGoverning Singularities of Schubert Varieties

62 citations · 131 across the 20 of their papers we have counts for

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12 papers · 1 filter

math.CO2022★ 2 cited

The shallow permutations are the unlinked permutations

Alexander Woo

Diaconis and Graham studied a measure of distance from the identity in the symmetric group called total displacement and showed that it is bounded below by the sum of length and re…

math.CO2017

Hultman elements for the hyperoctahedral groups

Alexander Woo

Hultman, Linusson, Shareshian, and Sjöstrand gave a pattern avoidance characterization of the permutations for which the number of chambers of its associated inversion arrangement…

math.CO2017★ 1 cited

Tropicalization, symmetric polynomials, and complexity

Alexander Woo, Alexander Yong

D. Grigoriev-G. Koshevoy recently proved that tropical Schur polynomials have (at worst) polynomial tropical semiring complexity. They also conjectured tropical skew Schur polynomi…

math.CO2017

Specht Polytopes and Specht Matroids

John D. Wiltshire-Gordon, Alexander Woo, Magdalena Zajaczkowska

The generators of the classical Specht module satisfy intricate relations. We introduce the Specht matroid, which keeps track of these relations, and the Specht polytope, which als…

math.CO2015

Depth in classical Coexter groups

Eli Bagno, Riccardo Biagioli, Mordechai Novick +1

The depth statistic was defined by Petersen and Tenner for an element of an arbitrary Coxeter group in terms of factorizations of the element into a product of reflections. It can…

math.CO2014

Combinatorial results on (1,2,1,2)-avoiding -orbit closures on

Alexander Woo, Benjamin J. Wyser

Using recent results of the second author which explicitly identify the "-avoiding" -orbit closures on the flag manifold $GL(p+…