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math.CO2016★ 2 cited
On Ehrhart polynomials of lattice triangles
Johannes Hofscheier, Benjamin Nill, Dennis Öberg
The Ehrhart polynomial of a lattice polygon P is completely determined by the pair (b(P),i(P)) where b(P) equals the number of lattice points on the boundary and i(P) equals the nu…
math.CO2016★ 22 cited
Ehrhart Theory of Spanning Lattice Polytopes
Johannes Hofscheier, Lukas Katthän, Benjamin Nill
A lattice polytope is called spanning if its lattice points affinely span the ambient lattice. We show as a corollary to a general result in the Ehrhart theory of lattice polytopes…