在亚纯函数的Nevanlinna值分布理论的基础上,讨论了整函数的唯一性问题.将(f^n(f-1))^(k)和(g^n(g-1))^(k)分担1CM的问题推广到(f^n(f^m-1))^(k),(g^n(g^m-1))^(k)分担1 CM的情形.
The uniqueness problem of entire function sharing one value is studied,by the Nevanlinna Theory of the value distribution of meromorhic functions.Moreover,the related result is extend.