The All-Paths Transit Function of a Graph

    loading  Checking for direct PDF access through Ovid


A transit function R on a set V is a function R: V× V→2V satisfying the axioms uR(u,v), R(u,v)=R(v,u) and R(u,u)={u}, for all u,vV. The all-paths transit function of a connected graph is characterized by transit axioms.

    loading  Loading Related Articles