3 citations · 3 across the 2 of their papers we have counts for
2 papers
math.CO2023★ 3 cited
All-path convexity: Combinatorial and complexity aspects
Fábio Protti, João V. C. Thompson
Let be any collection of paths of a graph . For , define $I(S)=S\cup\{v\mid v \ \mbox{lies in a path of} \ ¶\ \mbox{with endpoints in} \ S\}$. Let $\C$ b…
cs.DM2017
A general framework for path convexities
João Vinicius C. Thompson, Loana T. Nogueira, Fábio Protti +3
In this work we deal with the so-called path convexities, defined over special collections of paths. For example, the collection of the shortest paths in a graph is associated with…