相关期刊:《Journal of Applied Mathematics and Physics》《Communications in Mathematics and Statistics》《Applied Mathematics》《Communications in Mathematical Research》更多>>
Supported by National Natural Science Foundation of China(12061041);Jiangxi Provincial Natural Science Foundation(20232BAB201003).
In this paper,we consider the truncated multiplicity finite range set problem of meromorphic functions on some complex disc.By using the value distribution theory of meromorphic functions,we establish a second main th...
Supported by National Natural Science Foundation of China(Grant Nos.12071047,12171127,11901311);National Key Technologies R&D Program of China(Grant No.2020YFA0713300)。
We investigate the uniqueness problems of meromorphic functions and their difference operators by using a new method.It is proved that if a non-constant meromorphic function f shares a non-zero constant and ∞ countin...
Supported by the National Natural Science Foundation of China(11971344)。
Let f and g be two nonconstant meromorphic functions,and n be a positive integer.If f^(n)(z)and g^(n)(z)share 1 CM(counting multiplicities),f(z)and g(z)share∞IM(ignoring multiplicities),and N(r,1f)+N(r,1g)=S(r,f)+S(r...
supported by the NSFC(12261044);the STP of Education Department of Jiangxi Province of China(GJJ210302)。
We find the exact forms of meromorphic solutions of the nonlinear differential equations■,n≥3,k≥1,where q,Q are nonzero polynomials,Q■Const.,and p_(1),p_(2),α_(1),α_(2)are nonzero constants withα_(1)≠α_(2).Co...
partially supported by the NSFC(12061042);the NSF of Jiangxi(20202BAB201003);the support of the National Science Center(Poland)via grant 2017/25/B/ST1/00931;partially supported by the Project PID2021-124472NB-I00;funded by MCIN/AEI/10.13039/501100011033;by"EFDF A way of making Europe"。
This paper is devoted to considering the quasiperiodicity of complex differential polynomials,complex difference polynomials and complex delay-differential polynomials of certain types,and to studying the similarities...
partially supported by the NSFC(11271227,11271161);the PCSIRT(IRT1264);the Fundamental Research Funds of Shandong University(2017JC019)。
In this paper,we mainly investigate the value distribution of meromorphic functions in Cmwith its partial differential and uniqueness problem on meromorphic functions in Cmand with its k-th total derivative sharing sm...
the National Natural Science Foundation of China (Grant No. 11801291);the Natural Science Foundation of Fujian Province (Grant Nos. 2019J01672;2020R0039)
In this paper,we investigate the uniqueness of the derivatives of meromorphic functions sharing two different sets,and obtain the result that if two transcendental meromorphic functions f and g satisfy Ef(k)(S)=Eg(k)(...
Supported by the National Natural Science Foundation of China(Grant No.11871215)。
Let S(p)be the class of all univalent meromorphic functions f on the unit disk D with a simple pole at p∈(0,1).Forα∈[0,1),we denote byΣ^(*)(p,ω_(0),α)the class of f∈E S(p)such that C\f(D)is a starlike domain of...
Supported by Natural Science Foundation of Ningxia(Grant No.2020AAC03066);National Natural Science Foundation of China(Grant Nos.42064004 and 11762016).
The main object of this present paper is to investigate the problem of majorization of certain class of multivalent meromorphic functions of complex order involving Mittag-Leffler function. Meanwhile, for this subclas...
Supported by the National Natural Science Foundation of China(Grant No.11961068).
In this paper,we study the normal criterion of meromorphic functions concerning shared analytic function.We get some theorems concerning shared analytic function,which improves some earlier related results.