摘要
In this paper, we mainly discuss the normality of two families of functions concerning shared values and proved: Let F and G be two families of functions meromorphic on a domain D aS, a",, a (1), a (2), a (3), a (4) be four distinct finite complex numbers. If G is normal, and for every f epsilon F, there exists g epsilon G such that f(z) and g(z) share the values a (1), a (2), a (3), a (4), then F is normal on D.