6 citations · 15 across the 9 of their papers we have counts for
Showing math.COShow all
3 papers · 1 filter
math.CO2014
Discrete Equidecomposability and Ehrhart Theory of Polygons
Paxton Turner, Yuhuai Wu
Motivated by questions from Ehrhart theory, we present new results on discrete equidecomposability. Two rational polygons and are said to be discretely equidecomposable if…
math.CO2014★ 1 cited
Conditions for Discrete Equidecomposability of Polygons
Paxton Turner, Yuhuai Wu
Two rational polygons and are said to be discretely equidecomposable if there exists a piecewise affine-unimodular bijection (equivalently, a piecewise affine-linear biject…
math.CO2013
Aztec Castles and the dP3 Quiver
Megan Leoni, Gregg Musiker, Seth Neel +1
Bipartite, periodic, planar graphs known as brane tilings can be associated to a large class of quivers. This paper will explore new algebraic properties of the well-studied del Pe…