16 citations · 43 across the 47 of their papers we have counts for
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math.CO2010
Triangulations of nearly convex polygons
Roland Bacher, Frédéric Mouton
Counting Euclidean triangulations with vertices in a finite set $\C$ of the convex hull $\conv(\C)$ of $\C$ is difficult in general, both algorithmically and theoretically. The aim…
math.CO2010
Counting packings of generic subsets in finite groups
Roland Bacher
A packing of subsets in a group is a sequence such that are disjoint subsets of . We g…
math.CO2010
Eulerian partitions for configurations of skew lines
Roland Bacher, David Garber
In this paper, which is a complement of \cite{BG}, we study a few elementary invariants for configurations of skew lines, as introduced and analyzed first by Viro and his collabora…
math.CO2010★ 4 cited
Twisting the Stern sequence
Roland Bacher
We describe a twisted version of the Stern sequence and study a few of its properties.