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期刊论文
MEROMORPHIC FUNCTIONS AND ALSO THEIR FIRST TWO DERIVATIVES HAVE THE SAME ZEROS
Annales Academiae Scientiarum Fennicae Mathematica Volumen 30, 2005, 205-218，-0001，（）：
In this paper, we present a uniqueness theorem of meromorphic functions which together with theirrst two derivatives have the same zeros, this generalizes a result of C. C. Yang. As applications, we improve a result of L. Kohler, and answer a question of Hinkkanen in more weak conditions for meromorphic functions of hyper-order less than one, and we supply examples to show that the order restriction is sharp.
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