genus of a meromorphic function
2.In |z|<1 ,for the v value meromorphic algebroidal function W=W(z) (if v=1 ,then W(z) is a meromorphic function),if lim r→1T(r) log 11-r=∞ ,then there is a Julia point e iθ 0 (0≤θ 0≤2π) ,and such that lim r→1n(r,Δ(θ 0,δ),a) log 11-r=∞ ,for any given number δ(0<δ<π2) and any complex value a which is in the domain of circular sector Δ(θ 0,δ)=z| arg z-θ 0|<δ,|z|<1 .At most it can be excluded 2v Julia exeption values a . But if W(z) is a meromorphic function then there are 2 exeption values a .
8.Using Nevanlinna value distribution theory of,we prove that if be a transcendental meromorphic function in the complex plane,then for any finite non-zero complex number a and any positive inter m,i0,i1,…,in with m≥λ+Δ+2,wm+awi0(w′)i1…(w(n))in assumes zeros infinitely often.
