摘要
文中证明了下列定理:G是阶为p的2-连通K_(1,3)-free图,δ≥6且对任意三点独立集{u,v,w}都有d(u)+d(v)+d(w)≥p-2,则G是泛圈的.
In this paper, the following theorem was proved: Let G be a 2-connected K_(1,3)-free graph with δ≥6; if t~*≥p-2, then G is pancyclic: Where t~*=min{d(u)+d(v)+d(w)∶{u,v,w} is an independent set in G}.
