Changat, M.; Mathew, J.; Mulder, H.M. - Erasmus University Rotterdam, Econometric Institute - 2006
The induced path function $J(u, v)$ of a graph consists of the set of all vertices lying on the induced paths between vertices $u$ and $v$. This function is a special instance of a transit function. The function $J$ satisfies betweenness if $w \in J(u, v)$ implies $u \notin J(w, v)$ and $x \in...