关键词: 整函数;公共值;幅角分布

Abstract:

Let f be a transcendental integral function  and there exist a non-zero complex number c^* such that the zeros of  f-c are of  multiplicity >= 2. then there exists a direction H: argz=\theta\sb 0 (0\leq \theta\sb  0\leq 2\pi) such that for every positive \varepsilon,f and  f share a non-zero finite complex number IM at most in  {z|\arg z-\theta_0|<\varepsilon\}

Key words: Integral function, Sharing valuse, Singular direction