关于亚纯函数的ρ(r)-相对亏量

On ρ(r)-Relative deficiency o f a Meromorphic Function

该文定义并研究 ρ(0 <ρ<+∞ )级亚纯函数的 ρ(r) -相对亏量 ,得到了四个结果 ,其中定理2包含了 Sarangi和 Patil的结果 ,定理 4表明具有极值ρ(r) -亏量和的亚纯函数不再有非零有穷ρ(r)

This present paper defines and researches the \$ρ (r)-\$ relative deficiency of a meromorphic function and obtains four results.T heorem 2 contains sarangi and patils result's.Theorem 4 states clearly that mero morphic functions with maximal \$ρ(r)-\$deficiency sum haven't non zero and fi nite \$ρ(r)-\$ relative deficient values.