Local 2-geodesic transitivity and clique graphs
Local 2-geodesic transitivity and clique graphs is a scholarly work by Alice Devillers and Cheryl Praeger, published in 2013 in ''Journal of Combinatorial Theory, Series A''. The main subjects of the publication include combinatorics, geodesic curve, mathematics, symplectic geometry, finite group, graph theory, bijection, node, graph, and discrete mathematics. The authors investigate the family F(m,r) of connected graphs Γ such that Γ(u)≅mKr for each vertex u, and for fixed m⩾2, r⩾1.