4 citations · 4 across the 4 of their papers we have counts for
4 papers
Limits with braid arrangements
Matthew S. Miller, Max Wakefield
We define a monoid structure on the set of -equal arrangements and use this structure to define limits of braid arrangements. We compute the cohomology of the associated limits…
Edge colored hypergraphic arrangements
Matthew Miller, Max Wakefield
A subspace arrangement defined by intersections of hyperplanes of the braid arrangement can be encoded by an edge colored hypergraph. It turns out that the characteristic polynomia…
Equivalence classes of Latin squares and nets in CP^2
Corey Dunn, Matthew S. Miller, Max Wakefield +1
The fundamental combinatorial structure of a net in CP^2 is its associated set of mutually orthogonal latin squares. We define equivalence classes of sets of orthogonal Latin squar…
On the Betti numbers of some Gorenstein ideals
Matthew Miller, Rafael H. Villarreal
Assume is a polynomial ring over a field and is a homogeneous Gorenstein ideal of codimension and initial degree . We prove that the number of minimal genera…