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教授——彭志刚

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姓  名:彭志刚

出生年月:19656

学  位:博士

职  称:教授

研究方向:复分析

联系方式:pengzhigang@hubu.edu.cn

代表作:

1Zhigang Peng, Guangzhen Zhong, Some properties for certain classes of univalent functions defined by differential inequalities, Acta Mathematica Scientia 2017,37B(1):69–78

2Z. Peng, G. Murugusundaramoorthy, and T. Janani, Coefficient Estimate of Biunivalent Functions of Complex Order Associated with the Hohlov Operator, Journal of Complex Analysis, Volume 2014, Article ID 693908, 6 pageshttp://dx.doi.org/10.1155/2014/693908

3Z. Peng, On the Fekete-Szego problem for a class of analytic functionsISRN Mathematical AnalysisVol.2014, ArticleID 861671, 4 pages, http://dx.doi.org/10.1155/2014/861671

4Z. Peng, Q. Han, On the coefficients of several classes of bi-univalent functionsActa Mathematica Scientia2014 34B),228-240 (SCI)

5Z. Peng, The extreme and support points of a new class of analytic functions with positive real part Journal of Complex Analysis, vol. 2013, Article ID 407529, 2013. doi:10.1155/2013/407529

6Z. Peng, The extreme points of a class of analytic functions with positive real part and a prescribed set of valuesActa Mathematica Scientia201232B5),1929-1936 (SCI)

7Z. Peng, On a subclass of close to convex functionsActa Mathematica Scientia 2010,30B(5)1449-1456 (SCI)

8Z. Peng, Some extremal problems on subordinate functions, Applied Mathematics Letters, 2009(22), 1670-1673 (SCI)

9Z. Peng, The support points of several classes of analytic functions with fixed coefficientsJ. Math. Anal. Appl.2008340), 209–218 (SCI)

10.彭志刚,一类算子值解析函数族的极值点,数学物理学报,200828A5),945-957

11.彭志刚,具有缺项系数的几类解析函数族的性质,数学物理学报,200828A4),661-669

12.苏峰,彭志刚,Henstock-Kurzweil可积函数的Laplace变换的反演定理,数学物理学报,200727A6),1155-1163

13.彭志刚,星形函数族的一个子族的极值点与支撑点,数学物理学报,200626A6),858-862

14.彭志刚,苏峰,一类解析函数族的极值点与支撑点,数学物理学报,200525A3),345-348

15Z. Peng, L. Liu, Extreme points and support points of a class of analytic functions, Acta Mathematica Scientia, 2000(20), 131-136 (SCI)

16Z. Peng, The extreme points of several classes of analytic functions, Acta Mathematica Scientia, 1999(19), 457-462 (SCI)

17Z. Peng, The support points and extreme points of the unit ball of Hp’, Acta Mathematica Scientia, 1999(19), 181-189 (SCI)

18Z. Peng, A sufficient condition fork′(z)(k(z)Hq,q≥1) to be of H1.Wuhan University Journal of Natural Science, 1997( 2), 139—41

19.彭志刚,杨爱芳,星形函数族的一个子族的极值点与支撑点,数学杂志,1998(18), 450-454

20.彭志刚,Dirichlet级数构成的拓扑线性空间和H^p空间.数学杂志,1997(18), 96-102,

21.彭志刚,一类解析函数族的极值点与支撑点,纯粹数学与应用数学, 1998(14), 5-8.

22.彭志刚,关于Hp′空间单位球的支撑点.湖北大学学报,200123),194-196

23.彭志刚,关于Hadamard矩阵,《湖北工学院学报》, 19934,80-83

主要科研项目:

1.省教育厅自然科学基金项目《解析函数空间及其线性极值问题》(2004-2007