Eva Linke

most citedRational Ehrhart quasi-polynomials

1 citations · 3 across the 3 of their papers we have counts for

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math.MG2012★ 1 cited

Lattice points in vector-dilated polytopes

Martin Henk, Eva Linke

For $A \in Z^{m \times n}$ we investigate the behaviour of the number of lattice points in $P_{A} (b) = {x \in R^{n} : A x \leq b}$ , depending on the varying vector $b$ . It is…

math.MG2010★ 1 cited

Notes on lattice points of zonotopes and lattice-face polytopes

Christian Bey, Martin Henk, Matthias Henze +1

Minkowski's second theorem on successive minima gives an upper bound on the volume of a convex body in terms of its successive minima. We study the problem to generalize Minkowski'…