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math.CO2020★ 3 cited
Minkowski summands of cubes
Federico Castillo, Joseph Doolittle, Bennet Goeckner +2
In pioneering works of Meyer and of McMullen in the early 1970s, the set of Minkowski summands of a polytope was shown to be a polyhedral cone called the type cone. Explicit comput…
math.CO2020
Lattice polytopes from Schur and symmetric Grothendieck polynomials
Margaret Bayer, Bennet Goeckner, Su Ji Hong +5
Given a family of lattice polytopes, two common questions in Ehrhart Theory are determining when a polytope has the integer decomposition property and determining when a polytope i…