分担四个小函数的亚纯函数的唯一性定理

摘要

设亚纯函数f和g分担四个小函数,如果(N)≤uT(r,f)+S(r,f)且(N) ≤(μ)T≤(μ)T(r,f)+S(r,f),(u, (μ))∈[0,1/16×[0,1/16),那么f=g.%Let f and g be transcendental meromorphic functions in the complexplane sharing four small functions.If (Ν)(r,f)≤uT(r,f)+s(r,f)and(Ν)(r,g)≤μ(r,g)≤μT(r,g)+s(r,g)hold for some(u, μ)∈ [0,1/16]×[0,1/16],then f=g