11 citations · 12 across the 2 of their papers we have counts for
3 papers
math.AC2009
A Macaulay 2 interface for Normaliz
Winfried Bruns, Gesa Kaempf
Normaliz is a tool for the computation of Hilbert bases of normal affine monoids and related tasks. We describe the Macaulay 2 interface to Normaliz. It makes Normaliz accessible f…
math.AC2009★ 1 cited
Exterior depth and exterior generic annihilator numbers
Gesa Kaempf, Martina Kubitzke
We study the exterior depth of an -module and its exterior generic annihilator numbers. For the exterior depth of a squarefree -module we show how it relates to the symmetric…
math.CO2008★ 11 cited
Homological properties of Orlik-Solomon algebras
Gesa Kaempf, Tim Roemer
The Orlik-Solomon algebra of a matroid can be considered as a quotient ring over the exterior algebra E. At first we study homological properties of E-modules as e.g. complexity, d…