3 citations · 3 across the 3 of their papers we have counts for
3 papers
math.AG2023
Crepant resolutions, mutations, and the space of potentials
Mary Barker, Benjamin Standaert, Ben Wormleighton
The McKay correspondence has had much success in studying resolutions of 3-fold quotient singularities through a wide range of tools coming from geometry, combinatorics, and repres…
math.NA2022★ 3 cited
A nonconforming primal hybrid finite element method for the two-dimensional vector Laplacian
Mary Barker, Shuhao Cao, Ari Stern
We introduce a nonconforming hybrid finite element method for the two-dimensional vector Laplacian, based on a primal variational principle for which conforming methods are known t…
math.AG2021
Quivers and moduli of their thin sincere representations in Macaulay2
Mary Barker, Patricio Gallardo
We introduce the Macaulay2 package ThinSincereQuivers for studying acyclic quivers, the moduli of their thin-sincere representations, and the reflexive flow polytopes associated to…