Properties of meromorphic functions in unit circle

Üç bölümden meydana gelen bu çalışmada, bilhassa { z : |z| 0). Where S(r) and L(r) are the mean covering number of image of D and the lenght of the image of the unit circle { z : |z| = 1 } under the mapping meromorphic function f(z) into Riemann sphere respectively. In the third chapter, it is shown that the upper bound of characteristics To (r) of meromorphic functions satisfies the above inequality. At the end of this chapter, some theorems about normality condition of a meromorphic functions f(z) in the disk D were given. In this work it was shown that normal functions has their bounded characteristics