摘要
In this note we prove the existance of (u,3,λ)IGD[v,n] and that of (w,4,λ)-IGD[v,n] where w≡1(mod 3),w≠10 or 19,and (v,n)≠(6,1),which generalizes the results of [2],[4] 3nd [5]。
In this note we prove the existence of (u, 3, λ)IGD[v, n] and that of(ω,4, λ)-IGD[v, n] where ω=1 (mod 3), ω≠10 or 19, and (v, n)≠(6, 1), which generalizes the results of [2],[4] 3nd [5].
出处
《苏州大学学报（自然科学版）》
CAS
1992年第2期142-145,共4页
Journal of Soochow University(Natural Science Edition)
