The second author was supported by the National Natural Science Foundation of China(11501127);Foundation for Distinguished Young Talents in Higher Education of Guangdong Province(2014KQNCX068);The third author was supported by the Foundation of Guangzhou Civil Aviation College(18X0428).
In this paper,we construct k-valued random analytic algebroid functions for the first time.By combining the properties of random series,we study the growth and Bor el points of random analytic algebroid functions in t...
In the present paper, the authors introduce a new integral transform which yields a number of potentially useful (known or new) integral transfoms as its special cases. Many fundamental results about this new integr...
In this article, the relationship between the Borel direction of algebroidal function and its coefficient functions is studied for the first time. To begin with, several theorems of algebroidal functions in unit disk ...
In this paper we propose a method to construct probability measures on the space of convex bodies. For this purpose, first, we introduce the notion of thinness of a body. Then we show the existence of a measure with t...
supported by the National Natural Science Foundation of China(11171013)
In this article, we study the problems of Borel's directions of meromorphic func- tions concerning shared values and prove that if two meromorphie functions of infinite order share three distinct values, their Borel...
supported by the National Natural Science Foundation of China (11101096)
Using Ahlfors’ theory of covering surface and a type-function,we confirm the existence theorem of a Borel radius and a T-radius for the algebroidal function dealing with multiple values in the unit disc,which briefly...
supported by the National Natural Science Foundation of China (11171119,11126145,11026096);the Nature Science Foundation of Jiangxi Province in China(20114BAB211003)
In this article, we consider some type of q-difference equations, which have meromorphic solutions with Borel exceptional zeros and poles. We also give a precise result in the finite order case and some further result...
The research is partly supported by NSF of China and NSF of Guangdong.
For the K-quasimeromorphic mappings, a precise fundamental inequality for the angular domain is established. Prom this, the Borel direction of the K-quasimeromorphic mappings of zero order is derived.
the Doctoral Programme Fundation and by theNational Natural Science Fundation of China
For some random Dirichlet series of order (R) infinite almost surely every horizontal line is a Borel line of order (R) infinite and without exceptional values