云南高校图书馆联盟文献共享服务平台- MEROMORPHIC

MEROMORPHIC_FUNCTIONS: 作品数：171被引量：318H指数：9; 导出分析报告; 相关作者：张学莲方明亮撒米尔姜淑珍阿美如更多>>; 相关机构：山东大学北京理工大学南京师范大学南昌大学更多>>; 相关期刊：《Journal of Applied Mathematics and Physics》《Communications in Mathematics and Statistics》《Applied Mathematics》《Communications in Mathematical Research》更多>>; 相关基金：国家自然科学基金广东省自然科学基金山东省自然科学基金福建省自然科学基金更多>>

Further Results on Meromorphic Functions and Their nth Order Exact Differences with Three Shared Values: 《Communications in Mathematical Research》2019年第3期283-288,共6页CHEN SHENG-JIANG XU AI-ZHU LIN XIU-QIANG; The NSF (11801291) of China,the NSF (2018J01424) of Fujian Province; Let E(a;f) be the set of a-points of a meromorphic function f(z) counting multiplicities. We prove that if a transcendental meromorphic function f(z) of hyper order strictly less than 1 and its nth exact difference Δ...; 关键词：MEROMORPHIC function EXACT difference UNIQUENESS SHARED value

Partial or Truncated Sharing Values of Meromorphic Functions with Their Shifts: 《Communications in Mathematical Research》2018年第4期343-350,共8页lian gui chen jun-fan cai xiao-hua ji you-qing; The NSF(11301076)of China;the NSF(2014J01004,2018J01658)of Fujian Province of China; We mainly study the periodicity theorems of meromorphic functions having truncated or partial sharing values with their shifts, where meromorphic functions are of hyper order less than 1 and N（r, f） aT（r; f） for s...; 关键词：meromorphic function PERIODICITY truncated sharing value partial sharing value

Some Normality Criteria for Families of Meromorphic Functions: 《Communications in Mathematical Research》2018年第2期125-132,共8页Chen Jun-fan Cai Xiao-hua; The NSF(11301076)of China;the NSF(2014J01004) of Fujian Province; Let κ be a positive integer and F be a family of meromorphic functions in a domain D such that for each f ∈ F, all poles of f are of multiplicity at least 2,and all zeros of f are of multiplicity at least κ + 1. L...; 关键词：meromorphic function normal family multiple value shared value

Fekete-Szego Problem for a Subclass of Meromorphic Functions Defined by the Dziok-Srivastava Operator: 《Communications in Mathematical Research》2018年第2期184-192,共9页Guo Dong Li Zong-tao Xiong Liang-peng; The NSF(KJ2015A372)of Anhui Provincial Department of Education; By using the hypergeometric function defined by the Dziok-Srivastava operator, a new subclass of meromorphic function is introdued. We obtain Fekete-Szeg? inequalities for the meromorphic function f(z) for which α-(1...; 关键词：analytic and meromorphic function starlike and convex function hypergeometric function Fekete-Szeg? problem Dziok-Srivastava operator Hadamard product

Shared Values of Certain Nonlinear Differential Polynomials of Meromorphic Functions: 《Communications in Mathematical Research》2017年第4期347-358,共12页CHEN JUN-FAN CAI XIAO-HUA Ji You-qing; The NSF(11301076)of China;the NSF(2014J01004)of Fujian Province; In this paper, by using the idea of truncated counting functions of meromorphic functions, we deal with the problem of uniqueness of the meromorphic functions whose certain nonlinear differential polynomials share one...; 关键词：meromorphic function shared value differential polynomial UNIQUENESS

The Expression of Slow-growing Meromorphic Functions Sharing One Value CM with Their Derivatives: 《Communications in Mathematical Research》2017年第4期377-382,共6页XU AI-ZHU CHEN SHENG-JIANG Ji You-qing; The NSF(11301076)of China;the NSF(2014J01004)of Fujian Province;the SRP(JA15562)of Fujian Provincial Education Department;the Foundation(2014Q64)of NDNU; In this paper, we study the relations between meromorphic functions and their derivatives with one shared values, and obtain a concrete expression of meromorphic functions of zero order that share one value CM with th...; 关键词：MEROMORPHIC DERIVATIVE shared value

The Value Distribution and Normality Criteria of a Class of Meromorphic Functions: 《Communications in Mathematical Research》2017年第1期53-63,共11页Yang Qi; The NSF(2016D01A059)of Xinjiang; In this article,we use Zalcman Lemma to investigate the normal family of meromorphic functions concerning shared values,which improves some earlier related results.; 关键词：meromorphic function shared value normal criterion

Normality Criteria of Meromorphic Functions Concerning Shared Analytic Function被引量：1: 《Communications in Mathematical Research》2016年第1期47-56,共10页YANG QI; The NSF(11461070)of China; In this paper, we use Pang-Zalcman lemma to investigate the normal family of meromorphic functions concerning shared analytic function, which improves some earlier related results.; 关键词：meromorphic function entire function shared function normal family

Normality Criteria of Meromorphic Functions: 《Communications in Mathematical Research》2016年第1期88-96,共9页WANG QIONG YUAN WEN-JUN CHEN WEI TIAN HONG-GEN; The NSF(11461070,11271090)of China;the NSF(S2012010010121,2015A030313346)of Guangdong Province;the Graduate Research,and Innovation Projects(XJGRI2015106)of Xinjiang Province; In this paper, we consider normality criteria for a family of meromorphic functions concerning shared values. Let F be a family of meromorphic functions defined in a domain D, m, n, k and d be four positive integers s...; 关键词：meromorphic function shared value normal criterion

Some Notes on Normality Criteria of Meromorphic Functions: 《Communications in Mathematical Research》2014年第1期81-89,共9页CHEN WEI ZHANG YING-YING TIAN HONG-GEN YUAN WEN-JUN; The NSF(11271090) of China;the NSF(S2012010010121) of Guangdong Province;the Graduate Research and Innovation Projects(XJGRI2013131) of Xinjiang Province; In this paper, we study the normality of families of meromorohic functions related to a Hayman conjecture. We prove that the conditions in Hayman conjecture and in other criterions can be relaxed. The results in this ...; 关键词：meromorphic function shared value normal criterion

MEROMORPHIC_FUNCTIONS