中文摘要：

设φ（z）为区域D内不恒等于零的全纯函数，且只有简单零点，七为正整数，再设莎为区域D内的一族亚纯函数，对于中任意的函数f无零点，且极点均为重级；若对内任一组函数，与f与g,f的k阶微分多项式和g的k阶微分多项式D内分担φ（z），则在D内正规。

英文摘要：

Letφ（z） be a holomorphic function in a domain D, which is not identical to zero, and all of whose zeros are simple, k be a positive integer, and F- be a family of meromorphic functions in a domain D. If for each f of F,f≠0 and all poles of f are multiple; for each pair of functions f and g in 5r, their differential polynomials share φ（ z ）in D, then F is normal in D.