10 citations · 10 across the 2 of their papers we have counts for
2 papers
math.CO2026
On the Possibilities of Defining Infinite Oriented Matroids
Nathan Bowler, Winfried Hochstättler, Stefan Kaspar
Is it possible to define cryptomorphic axiom systems for infinite oriented matroids by lifting some of the axiom systems for finite oriented matroids to the infinite setting while…
math.AC2011★ 10 cited
Computing Border Bases without using a Term Ordering
Stefan Kaspar
Border bases, a generalization of Groebner bases, have actively been researched during recent years due to their applicability to industrial problems. A. Kehrein and M. Kreuzer for…