1 citations · 1 across the 2 of their papers we have counts for
3 papers
math.CO2020
The first families of highly symmetric Kirkman Triple Systems whose orders fill a congruence class
Simona Bonvicini, Marco Buratti, Martino Garonzi +2
Kirkman triple systems (KTSs) are among the most popular combinatorial designs and their existence has been settled a long time ago. Yet, in comparison with Steiner triple systems,…
math.CO2016
Octahedral, dicyclic and special linear solutions of some unsolved Hamilton-Waterloo problems
Simona Bonvicini, Marco Buratti
We give a sharply-vertex-transitive solution of each of the nine Hamilton-Waterloo problems left open by Danziger, Quattrocchi and Stevens.
math.CO2012★ 1 cited
Covering cubic graphs with matchings of large size
Simona Bonvicini, Giuseppe Mazzuoccolo
Let m be a positive integer and let G be a cubic graph of order 2n. We consider the problem of covering the edge-set of G with the minimum number of matchings of size m. This numbe…