Peter Tien-Yu Chern
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By using a slow growth scale, the logarithmic order, with which to measure the growth of functions, we obtain basic results on the value distribution of a class of meromorphic functions of zero order.
We establish criteria on entire series with finite logarithmic order in terms of several growth scale.
It is shown that if f(z) is meromorphic in the complex plane C with finite positive logarithmic order λ and its characteristic function T(r, f) satisfies the growth condition (The equation is… Continue Reading
We establish two uniqueness theorems for non-constant entire functions which extends results of J. S. Hwang in J. Math. Anal. and its Appl. Vol. 37 (1972) 452-456.
We deal with a kind of impossible decomposition of some entire functions in terms of a certain form.