论文标题
差异方程的解决方案几乎没有缺陷
Solutions to difference equations have few defects
论文作者
论文摘要
我们证明了Nevanlinna的第二个主要定理，用于差方程F（z+1）= r（z，f（z））的解决方案，相对于f，R的系数缓慢生长，而在第二个坐标中至少为2。
We demonstrate a strong form of Nevanlinna's Second Main Theorem for solutions to difference equations f(z+1)=R(z, f(z)), with the coefficients of R growing slowly relative to f, and R of degree at least 2 in the second coordinate.
