14 citations · 40 across the 13 of their papers we have counts for
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math.CO2016★ 5 cited
The canonical join complex
Emily Barnard
In this paper, we study the combinatorics of a certain minimal factorization of the elements in a finite lattice called the canonical join representation. The join $\bigvee A =…
cs.DM2016
A Vizing-like theorem for union vertex-distinguishing edge coloring
Nicolas Bousquet, Antoine Dailly, Eric Duchene +2
We introduce a variant of the vertex-distinguishing edge coloring problem, where each edge is assigned a subset of colors. The label of a vertex is the union of the sets of colors…
math.CO2016★ 1 cited
Universal geometric coefficients for the four-punctured sphere
Emily Barnard, Emily Meehan, Nathan Reading +1
We construct universal geometric coefficients for the cluster algebra associated to the four-punctured sphere and obtain, as a by-product, the g-vectors of cluster variables. We al…