关于复合函数的增长级定理

On the Rise Level Theorem of Compound Functions

在本文中 ,我们讨论了复合函数P (z,ω)和R (z,ω) =P (z,ω) Q (z,ω)的增长级 .其中P (z,ω)和Q (z,ω)是ω的多项式 ,ω (z)是一个亚纯函数 ,得出P(z,ω)和R (z,ω)

This thesis talks about the rise level of compound functions P (z, ω) and R (z, ω)= P (z, ω)/ Q (z, ω), Thereinto P (z, ω) and Q (z, ω) are polynomials of ω, and ω(z) is a sub pure function, educing that levels of P (z, ω) and Q (z, ω) are equal to that of ω.