ON THE DEFICIENCIES OF ALGEBROIDAL FUNCTIONS
关于代数体函数的亏量

Let f(z) be an n-valued algebroidal function of finite lower order. In the present paper, we prove that the number of deficient entire functions of f(z) are at most countable and the total sum of deficiencies of f(z) with respect to these deficient functions is finite. Some upper bounds of the sums of deficiencies are given.