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设f是超越整函数,且T(r,f)=O((log r)^β exp((log r)^α))(0〈α〈1,β〉0),即存在两个正实数K1和K2,使得K1≤T(r,f)/(log r)^β exp((log r)^α)≤K2设g1和g2是超越整函数,g2的级是ρg2(0〈ρg2〈∞),又设ai(z)(i=1,2,…,n,n≤∞)是整函数,且满足T(r,ai(z))=o(T(r,g2))及∑i-1nδ(ai(z),g2)=1和δ(ai(z),g2)〉0.如果T(r,g1)=o(T(r,g2))(r→∞)则T(r,