袁文俊 教授-数学与信息科学学院

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袁文俊 教授
2015-08-21 17:26   审核人:

袁文俊在各类期刊上发表学术研究论文150篇与教学研究论文12篇目录

2000年任教授以来权威核心期刊或境外期刊上发表84篇

正规定则与唯一性

1.涉及零点数的亚纯函数的正规族,数学物理学报,The Normal Family of Meromorphic Functions Concerning Zero Numbers. ACTA MATHEMATICA SCIENTIA, 2017, 37A (4): 624-636. Yang Qi, Chen Wei*, Yuan Wenjun.

2.涉及一个著名Hayman猜想的正规定则的进一步结果Further results of a normality criterion related a famous Hayman conjecture, Proceeding of the 10th ISAAC, Trends in Mathematics (Trends in Analysis and Interdisciplinary Applications),  2017, 253-260. Editors: Pei Dang, Min Ku, Tao Qian and Luigi G. Rodino. DOI: 10.1007/978-3-319-48812-7 Wenjun Yuan,Fanning Meng*,Shengjiang Chen. Springer International Publishing  ISBN: 9783319488103. 基金:11271090,  2015A030313346,2016A030310257

3.亚纯函数与它的导数分担集值的进一步结果Further results on meromorphic functions sharing a set with their derivatives,Proceeding of the 10th ISAAC, Trends in Mathematics (Trends in Analysis and Interdisciplinary Applications),  2017, 277-283. Editors: Pei Dang, Min Ku, Tao Qian and Luigi G. Rodino. DOI: 10.1007/978-3-319-48812-7 Shengjiang Chen, Weichuan Lin, Wenjun Yuan. Springer International Publishing  ISBN: 9783319488103.基金:11271090,  2015A030313346,2016A030310257

4.与零点个数有关的亚纯函数正规定则, 数学物理学报,2017, 37A(1): 7-17. Normality criteria of meromorphic functions with zero numbers, 王琼, 陈玮,袁文俊,田宏根*. 发表时间 2017-02-15

5.亚纯函数分担函数的增长性与某些唯一性问题Jianming QI, Meng Fanning*, Wenjun Yuan*. Growth of meromorphic function sharing functions and some uniqueness problems, Journal of Function Spaces, 2016(2016),  Article ID 6250867, 9 pages

6.关于亚纯函数与其k阶导数值分布的进一步结果, 休斯顿数学杂志, 戚建明, 孟凡宁*, 袁文俊. Further results about the value distribution of meromorphic function with its k-th derivative, Houston Journal of Mathematics, 2016,41(1):91-100.  Jianming Qi, Fanning Meng *, Wenjun Yuan. SCI E.

7.涉及分担值的亚纯函数正规族的一些注记,中国数学年刊, 2016, 37A(2): 233-242.陈玮,田宏根*,袁文俊.

8.亚纯函数分担函数的级与超级Hyper-order and order of  meromorphic functions sharing functions, Annales Polonici Mathematici, 2015, 115(2): 189-199.  Jianming Qi*, 袁文俊, Hongxun Yi.

9.亚纯函数族的若干正规定则,Some normal criteria for families of meromorphic functions,Taiwanese Journal of Mathematics,2015, 19(3): 725-736. DOI: 10.11650/tjm.19.2015.4549. Bing Xiao, Weiling Xiong and Wenjun Yuan*. SCI E.

10.涉及分担解析函数亚纯函数的若干正规定则Some normal criteria of meromorphic functions concerning shared analytic function, Southeast Asian Bulletin of Mathematics, (2014) 38: 589–602;  Qi Wang, Wei Chen*, Honggen Tian, Wenjun Yuan*.

11.亚纯函数的正规性与微分多项式分担值, Normality of meromorphic functions and differential polynomials share values, Advances in Difference Equations, 2014, 2014: 120, DOI: 10.1186/1687-1847-2014-120, Wenjun Yuan,Jinchun Lai, Zifeng Huang, Zhi Liu. 基金11271090, S2012010010121, 袁文俊,赖锦纯  (通讯), 黄子丰, 刘芝. SCI.

12.亚纯函数涉及分担不动点的正规定则, The normality criteria of mermorphic functions concerning shared fixed points, Discrete Dynamics in Nature and Society, Volume 2014, Article ID 654294, 8 pages, 2014. http://dx.doi.org/10.1155/2014/654294. Wei Chen, Qi Yang, Wenjun Yuan, Honggen Tian.  SCI.

13.亚纯函数的正规族与辐角分布值, 中国数学前沿。Radically distributed value and normal families of meromorphic functions. Frant. Math. China, 2014, 9(2): 355–376. DOI: 10.1007/s11464-014-0357-7. Jianming QI, Guowei Zhang, Wenjun YUAN*. 刊号 ISSN: 1673-3452,电子刊号ISSN: 1673-3576。基金11271090;S2012010010121. Sci检索

14.亚纯函数族的若干正规定则, 不等式与应用杂志, 袁文俊, 熊维玲, 林剑鸣(通讯).Some normality criteria for families of meromorphic functions Journal of Inequalities and Applications.2013, 2013:459. DOI: 10.1186/10.1186/1029-242X-2013-459. Springer出版社, ISSN: 1029-242X. Yuan Wenjun, Xiong Weiling, Lin Jianming*. 基金11271090;S2012010010121. SCI检索

15.涉及高阶导数与分担值的亚纯函数的正规族,抽象与应用分析Normal families of meromorphic functions concerning higher derivative and shared values, Abstract and Applied Analysis, Vol. 2013, Article ID 368321, 14 pages. doi:10.1155/2013/ 368321. Chen, Wei; YUAN, WenJun; Tian, Honggen*. NSF of China No.11271090,  NSF of Guangdong No. S2012010010121。SCI检索

16.整函数与其高阶导数分担函数的若干结果Some results about functions that share functions with their derivative of higher order, Advances in Difference Equations, 2013, 2013:192 doi:10.1186/1687-1847-2013-192. Jianming Qi, Feng Lv, Wenjun YUAN*. 基金11271090;S2012010010121. Sci检索。

17.涉及分担值的亚纯函数正规族Normal family of meromorphic functions concerning shared values, Journal of Complex Analysis, vol. 2013, Article ID 107281, 7 pages, 2013. doi:10.1155/2013/107281. Chen Wei, Zhang Yingying, Wenjun YUAN* and Tian Honggen.

18.涉及分担值亚纯函数的正规族Normal families of meromorphic functions concerning shared values, Comp.Var.Elli.Equat., 58 (2013), no. 1, 113–121.  DOI: 10.1080/17476933.2011.555644, 2011, 1-9. iFirst. Jianjun Ding, Liwei DING, Wenjun YUAN*. ISSN :1747-6933。

19.涉及分担值的函数族的若干正规定则Some normality criteria of function families concerning shared values. Mathematical Methods in the Applied Sciences, 2012, 35(17): 2095-2100. DOI: 10.1002/mma.2639. Yuan Wenjun, Li Zhirong and Lin Jianming. Sci检索

20.正规族与复合亚纯函数Normal families and composite meromorphic functions (in Chinese),中国科学Sci Sin Math, 2011, 41(11): 993-1002, doi: 10.1360/012011-72.袁文俊,肖冰,林剑鸣。ISSN:1674-7216。

21.Some normality criteria of functions related a Hayman conjecture,Journal of Inequalities and Applications 2011,2011:97,doi:10.1186/1029-242X-2011-97. 若干与Hayman猜想有关的函数族的正规定则,不等式与应用杂志,袁文俊,朱冰,林剑鸣(通讯作者)。Sci 检索。ISSN: 1029-242X

22.涉及分担值的函数族的正规定则,Normal criteria of function families concerning shared values. Journal of Applied Mathematics, Vol. 2011, Article ID 790942, 9 pages. doi:10.1155/2011/790942.应用数学杂志,袁文俊,朱冰,林剑鸣。ISSN: 1110-757X。基金10771220;200810780002。Sci 检索。

23.复合解析函数与正规族,抽象与应用分析;Composite holomorphic functions and normal families,  Abstract and Applied Analysis, Vol. 2011, Article ID 373910, 8 pages. doi:10.1155/2011/373910.Bing Xiao, Qifeng Wu and  Wenjun Yuan(Corresponding author).ISSN: 1085-3375 。Sci 检索。

24.A note on normal families of meromorphic functions concerning shared values,Discrete Dynamics in Nature and Society, Volume 2011 (2011), Article ID 463287, 10 pages, doi:10.1155/2011/463287. Yuan Wenjun, Wei Jinjin, Lin Jianming. ISSN: 1026-0226,电子刊号 ISSN: 1607-887X。Sci 检索。

25.Normal criteria of function families related a result of Drasin. Discrete Dynamics in Nature and Society, Volume 2011 (2011), Article ID 826164, 6 pages, doi:10.1155/2011/826164. 与Drasin一个结果相关的函数族的正规定则,自然与社会里的离散动力学,朱冰,林剑鸣,袁文俊 Bing Zhu, Jianming Lin and Wenjun Yuan (Corresponding author).ISSN: 1026-0226,电子刊号 ISSN: 1607-887X。Sci 检索。

26.复合亚纯函数与正规族,数学档案Composite meromorphic functions and normal families, Wen-Jun YUAN(Corresponding author),Xiao Bing and Wu Qifeng. Arch. Math. 2011,96(5),435-444, DOI:10.1007/s00013-011-0250-5. 2011年5月德国斯普林格出版社出版。刊号ISSN: 0003-889X。Sci 检索。

27.Further result of Schwick normal criterion for families of holomorphic functions,Math.Aeterna, 1(2)(2011),73-78. Ming Gao, Xiu-Qin Li and Wen-Jun YUAN(Corresponding author).刊号ISSN 1314-3344   Zentralblatt MATH  检索05955025。

28.复合解析函数族分担解析函数的正规性,不动点理论与应用;Normality of composite analytic functions and sharing an analytic function,Fixed Point Theory and Applications, Volume 2010 (2010), Article ID 417480, 9 pages。doi:10.1155/2010/417480。Qifeng Wu, Bing Xiao and袁文俊(通讯作者).Sci 检索. ISSN 1687-1820

29.复合解析函数族分担亚纯函数的正规性,中国科学,2010, 40(5):429-436。袁文俊(通讯作者),Zhirong Li,Bing Xiao.

30.Singular directions of meromorphic solutions of some non-autonomous  Schroder equations,Complex analysis and its applications, 369--374, OCAMI Stud., 2, Osaka Munic. Univ. Press, Osaka, 2008;袁文俊(通讯作者), Jianming QI,Seiki MORI.

精确解

31.(3+1)-维Yu-Toda-Sasa-Fukuyama 方程的非行波精确解Non-traveling Wave Exact Solutions of (3+1)-Dimensional Yu-Toda-Sasa-Fukuyama Equation. Advances in Intelligent Systems and Computing(Fuzzy Information and Engineering and Decision),646, 373-384. Springer International Publishing AG 2018, B.-Y. Cao (ed.). DOI 10.1007/978-3-319-66514-6_37.  Najva Aminakbari, Guo-qiang Dang, Yong-yi Gu,Wen-jun Yuan* Http://www.springer.com/978-3-319-66514-9.

32.一类二阶常微分方程的全体亚纯解及其应用,All meromorphic solutions of an ordinary differential equation  and its applications, Mathematical Methods in the Applied Sciences,  2016, 39: 2083-2092. DOI: 10.1002/mma.3625. Yuan Wenjun, Meng Fanning*, Lin Jianming, Wu Yonghong.

33.变形 Boussinesq 方程组的全体行波精确解,All traveling wave exact solutions of the variant Boussinesq equations. Applied Mathematics and Computation, 268 (2015), 865-872. DOI 10.1016/j.amc.2015.06.088. Yuan Wenjun, Fanning Meng *, Huang Yong, Yonghong Wu. Sci E.

34.一类辅助常微分方程的全体亚纯解及其应用,All meromorphic solutions of an auxiliary ordinary differential equation and its applications. Acta Mathematica Scientia, 2015, 35B(5): 1241-1250. Yuan Wenjun, Xiong Weiling, Lin Jianming*, Wu Yong-hong 吴永洪. Sci E.

35.Fisher型方程的亚纯行波通解与相关问题The general traveling wave solutions of the Fisher type equations and some related problems, Journal of Inequalities and Applications.  2014, 2014:500, DOI: 10.1186/1029-242X-2014-500, Wenjun YUAN*, Bing Xiao, Yonghong Wu and Jianming Qi. Sci E.

36.三类非线性演化方程的全体行波精确解All traveling wave exact solutions of three kinds of nonlinear evolution equations. Mathematical Methods in the Applied Sciences, 2015, 38: 3678-3688. DOI: 10.1002/mma.3308. 孟凡宁,张立民,吴永洪,袁文俊(通讯). Sci E. 2-7

37.关于Fisher 方程的亚纯通解的一个注记,A note about the general meromorphic solutions of the Fisher equation, Mathematical Problems in Engineering, vol. 2014, Article ID 793834, 4 pages, 2014. doi:10.1155/2014/793834.  Jianming Qi,  Qiuhui Chen, Weiling Xiong and Wenjun YUAN*. Sci E.

38.结合 KdV-mKdV 方程的全体行波解. All traveling wave exact solutions of the combined KdV-mKdV Equation, Advances in Difference Equations,  2014, 2014:261 DOI: 10.1186/1687-1847-2014-261 , Huang Yong, Wu Yonghong, Fanning Meng, Wenjun YUAN*. Sci E.

39.一类辅助常微分方程的通解及其应用The general solutions of an auxiliary ordinary differential equation using complex method and its applications, Advance in Difference Equations 2014, 2014: 147. DOI: 10.1186/1687-1847-2014-147.   Wenjun Yuan, Zifeng Huang, Maozhun Fu and Jinchun Lai. Sci E.

40.两类奇数阶代数微分方程的所有亚纯解及其应用, 袁文俊,吴永洪,谌秋辉,黄勇. All meromorphic solutions for two forms of odd order algebraic  differential equations and its applications, Appllied Mathematics and Computation, 240 (2014), pp. 240-251. DOI: 10.1016/j.amc.2014.04.099, Wenjun Yuan, Yonghong Wu, Qiuhui Chen, Yong Huang. Sci E.

41.一类辅助常微分方程的通解及其应用The general solutions of an auxiliary ordinary differential equation using complex method and its applications, Advance in Difference Equations 2014, 2014: 147. DOI: 10.1186/1687-1847-2014-147.   Wenjun Yuan, Zifeng Huang, Maozhun Fu and Jinchun Lai. Sci E.

42.某些代数微分方程的全体亚纯解及其应用,All meromorphic solutions of some algebraic  differential equations and their applications, Advances in Difference Equations, 2014, 2014: 105,  doi:10.1186/1687-1847-2014-105. Wenjun Yuan, Yezhou Li, Jianming Qi. Sci E.

43.某些代数微分方程的所有亚纯解All meromorphic solutions of some algebraic differential equations, Analysis, Theory and Application, Vol. 30, No. 1 (2014), pp. 90-107, DOI: 10.4208/ata.2014.v30.n1.6. Wenjun Yuan, Zifeng Huang, Maozhun Fu, Jinchun Lai. 1-13

44.两类非线性发展方程的所有行波精确解, 应用数学与计算. 黄勇, 袁文俊(通讯), 吴永洪. All traveling wave exact solutions of two kinds of nonlinear evolution equations. Appllied Mathematics and Computation, Volume 235, 25 May 2014, Pages 148–156, Yong Huang, Wenjun YUAN*, Yonghong Wu. Sci E.

45.(2+1)-维 Boiti-Leon-Pempinelli 方程的一些新行波精确解,科学世界杂志 Some new traveling wave exact solutions of the (2+1)-dimensional Boiti-Leon-Pempinelli equations, The Scientific World Journal, Volume 2014, Article ID 743254, 9 pages. Jianming Qi*, Fu Zhang, Wenjun YUAN, Zifeng Huang. Sci E.

46.一类奇数阶代数微分方程的亚纯解表示及其应用The representation of meromorphic solutions for a class of odd order algebraic differential equations  and its applications, Mathematical Methods in the Applied Sciences, 2014, 37(10): 1553-1560. DOI: 10.1002/mma.3053;  Zifeng Huang, Liming Zhang, Qiuhui Chen, Wenjun YUAN*. Sci E. 黄子丰,张立明,谌秋辉,袁文俊 (通讯) .

47.The general meromorphic solutions of the Petviashvili equation, Advances in Difference Equations. 2014, 2014: 24. DOI: 10.1186/10.1186/1687-1847-2014-24. Zifeng Huang, Wenjun YUAN* and Jinchun Lai. Petviashvili equation方程的亚纯通解,黄子丰,袁文俊 (通讯),赖锦纯。Sci E.

48.关于Drinfeld-Sokolov 方程行波精确解的进一步结果. Further results about traveling wave exact solutions of the Drinfeld-Sokolov equations, Journal of Applied Mathematics, Volume 2013, Article ID 523732, 6 pages. http://dx.doi.org/10.1155/2013/523732. Fu Zhang, Jianming Qi*, Wenjun Yuan. Sci E.

49.三次Fisher 方程的行波通解, 数学物理进展, 袁文俊, 谌秋辉, 戚建明(通讯), 李叶舟. The general traveling wave solutions of the Fisher equation with degree three, Advances in Mathematical Physics. vol. 2013, Article ID 657918, 5 pages, 2013. doi:10.1155/2013/657918. Wenjun Yuan, Qiuhui Chen,  Jianming Qi (Corresponding) and Yezhou Li. Sci E.

50.某些常微分方程的亚纯解表示及其应用. 中国科学:数学The representation of meromorphic solutions of certain ordinary differential equations and its applications (in Chinese), Scientia Sinica Mathematica , 2013, 43(6):563-575. DOI:10.1360/012012-159 袁文俊, 尚亚东, 黄勇, 王桦.Wenjun Yuan, Yadong Shang, Yong Huang,Hua Wang.

51.All travelling wave exact solutions of two nonlinear physical models. Appllied Mathematics and Computation, 219 (2013),  6212-6223. DOI: 10.1016/j.amc.2012.12.023 . (两类物理模型的所有行波精确解. 应用数学与计算, 袁文俊, 黄勇(通讯), 尚亚东); Sci E.

52.运用复化法求解一类辅助常微分方程的所有亚纯解,应用科学中的数学方法Meromorphic solutions of an auxiliary ordinary differential equation using complex method. Mathematical Methods in the Applied Sciences, 2013, 36(13): 1776-1782. DOI: 10.1002/mma.2723. Yuan Wenjun, Li Yezhou, Lin Jianming. Sci E.

53.Symbolic computation and the extended  hyperbolic function method  for constructing  exact traveling solutions of nonlinear PDEs, Journal of Applied Mathematics, Volume 2012, Article ID 716719, 19 pages, doi:10.1155/2012/716719. Yong Huang, Yadong Shang*, Wenjun Yuan*. Sci E.

54.Sharma-Tasso-Olver 方程的贝克隆变换与新的精确解,抽象与应用分析B$\ddot{a}$cklund Transformation and New Exact Solutions of the Sharma-Tasso-Olver Equation,Abstract and Applied Analysis, Vol. 2011, Article ID 935710, 8 pages. doi:10.1155/2011/935710. Jianming Lin, Jie Ding and Wenjun Yuan (Corresponding author). Sci E.

55.贝克隆变换与Sharma-Tasso-Olver 方程的精确显示解;B$\ddot{a}$cklund transformation and abundant exact explicit solutions of the Sharma-Tasso-Olver Equation, Appllied Mathematics and Computation, 217(2011), 7172-7183. Yadong Shang, Yong Huang, Wenjun Yuan. DOI: 10.1016/j.amc.2011.01.115. Sci E.

56.高阶KdV 方程的复化解结构,应用数学学报,2010,33(4):681-689.柏玲玲,吴奇峰,袁文俊(通讯作者).

57.扩充双曲函数法与Zakharov 方程的新精确解;The extended hyperbolic functions method and new exact solutions to the Zakharov equations, Appllied Mathematics and Computation, (2008), 200(1):110-122. doi:10.1016 /j.amc.2007.10.059. Yadong Shang, Yong Huang, 袁文俊. Sci E.

58.Sharma-Tasso-Olver 方程的精确显示孤立波与周期波解;Abundant exact and explicit solitary wave and periodic wave solutions to the Sharma-Tasso-Olver equation, Appllied Mathematics and Computation, (2008),202(2):532-538. doi:10.1016/j.amc.2008. 02.034. Yadong Shang, Jinghong Qin, Yong Huang, 袁文俊. Sci E.

59.Klein-Gordon-Zakharov 方程的新精确行波解;New exact traveling wave solutions for the Klein-Gordon-Zakharov equations,  Comput.Math.Appl.,(2008),56(5):1441-1450.doi:10.1016 /j.camwa. 2007.10.033. Yadong Shang, Yong Huang, 袁文俊. Sci 检索。Sci E.

增长级

60.某些代数微分方程亚纯函数解的增长级, Growth order of meromorphic solutions of some algebraic differential equations, Acta Mathematica Scientia, 2015, 35B(1): 105-111. Yezhou Li*, Jianming Qi, Wenjun YUAN. Sci E.

61.某些代数微分方程亚纯函数解, Meromorphic solutions of some algebraic differential equations, Abstract and Applied Analysis, vol. 2014, Article ID 796312, 5 pages, 2014. doi:10.1155/2014/796312. , Jianming Lin, Weiling Xiong, Wenjun YUAN*. Sci E.

62.代数微分方程亚纯解增长性 Gol'dberg定理的进一步结果,数学物理学报,Further results of Gol'dberg's theorem concerning the growth of meromorphic solutions of algebraic differential equations, Acta Mathematica Scientia, 2013, 33A(4): 759-765. 戚建明, 李叶舟, Wenjun YUAN*.

63.与Pre-Laguerre 系统相关的波动方程,应用数学快讯Wave equation relating to Pre-Laguerre system, Applied Mathematics Letters, DOI:10.1016/j.aml.2012.11.014;  26 (2013), pp. 544-548. Chen Qiuhui, Li Luoqing, Wenjun YUAN*. Sci E.

64.代数微分方程整函数解的增长性,电子微分方程杂志 Growth of entire solutions of algebraic differential equations, Electronic Journal of Differential Equations, Vol. 2012 (2012), No. 94, pp. 1-8; Wenjun Yuan, Yezhou Li, Jianming Lin.  Sci E.

65.On properties of differences polynomials about meromorphic functions,Discrete Dynamics in Nature and Society, Volume 2012, Article ID 569305, 11 pages, doi:10.1155/2012/569305. Qi Jianming, Ding Jie and Yuan Wenjun(Corresponding author). Sci E.

66.某些代数微分方程整函数解的增长性估计的进一步结果,Further results of the estimate of growth  of entire solutions of some classes of  algebraic differential equations, Adv. Diffrence Equat., 2012, 2012: 6, doi:10.1186/1687-1847-2012-6. Jianming Qi, Yezhou Li, Wen-Jun YUAN (Corresponding author). 袁文俊(通讯作者) ISSN:1687-1839。Sci E.

67.某些代数微分方程整函数解的增长性估计,数学物理学报,2011,31(4), 918-922. 论文编号:1003-3998(2011)04-918-05。顾荣美, 丁建军, 袁文俊(通讯作者).

68.The growth of entire solutions of some algebraic differential equations, Georgian Mathematical Journal,2011, 18(3), Pages 489-495, doi: 10.1515/GMJ.2011-003. Rongmei Gu, Zhirong Li,Wenjun Yuan(Corresponding author). 顾荣美, 李志荣, 袁文俊, 某些代数微分方程整函数解的增长性,格鲁吉亚数学杂志。Sci E.

69.代数微分方程亚纯解增长性 Gol'dberg定理的一般结果,计算与数学及其应用;The general result of Gol'dberg's theorem concerning the growth of meromorphic solutions of algebraic differential equations, Computers and Mathematics with Applications, 58(2009), 1788-1791.  doi:10.1016/j.camwa.2009.07.092. 袁文俊, Bing Xiao, Jianjun Zhang. Sci E.

其他

70.The minimal cycles over isolated Brieskorn complete intersection surface singularities,Proceeding of the 10th ISAAC, Trends in Mathematics (Trends in Analysis and Interdisciplinary Applications),  2017, 223-229. Editors: Pei Dang, Min Ku, Tao Qian and Luigi G. Rodino DOI: 10.1007/978-3-319-48812-7 Fanning Meng, Jianming Lin, Wenjun YUAN*,  Zhigang Wang. Springer International Publishing  ISBN: 9783319488103. 基金:11271090,  2015A030313346,2016A030310257

71.Dynamics  of the functions $ f_\mu(z)=zexp(z+\mu) $ with the real parameter, SpringerPlus, 2016, 5: 850; DOI: 10.1186/s40064-016-2411-6. Xiaocheng Deng, Fanning Meng*, Jianming Lin and Wenjun Yuan. SCIE

72.On some length problems for univalent and Bazilevi\v {c} functions,Pasific Journal of Applied Mathematics,  2016, 8(1):59-64.  Fanning Meng, Najva A. Wenjun YUAN*  

73.全纯映射的Schottky-Laudau型定理Schottky-Laudau type theorem for holomorphic mappings. Houston Journal of Mathematics, 2016,41(1): 101-121.  Fanning Meng, Seiki Mori*, Wenjun Yuan. Sci E.

74.The minimal cycles over Brieskorn complete intersection surface singularities, Taiwanese Journal of Mathematics,  2016, 20(2): 277-286. Fanning Meng, Wenjun YUAN*, Zhigang Wang. Sci E.

2000年-2007年间

75.On normal criteria of meromorphic functions, Internat. J. Math. Sci.,2007,6(1):29-36. 袁文俊,B.Wiwatanapataphee and Yonghong WU.

76.关于一阶潘勒韦方程(4P1)高阶类似方程的解析性质,数学物理学报,2004,24A(6):669-674。李叶舟,袁文俊。

77.具有控制系数的高阶线性微分方程复振荡的一个结果,数学物理学报,2003,23A(2):224-230,袁文俊(通讯作者)。

78. A note on the Riccati differential equations,  J. Math. Anal. Appl., 277(1)(2003),367-374. 袁文俊(通讯作者) Sci 检索。

79. Rational solutions of Painleve equations,  Canadian J. Math. Soc.,Vol.54(3) 2002,648-670 (with Li Yezhou). 袁文俊(通讯作者),李叶舟Sci 检索。

80.On the normality for families of meromorphic functions,  Indian J. Math., Vol.43(3) 2001,341-351。 Fang Mingliang,袁文俊.

81. Unicity Results for meromorphic functions sharing small functions,  Indian J. Pure and  Appl. Math., Vol.32(4) (2001),1411-1419. 袁文俊(通讯作者),Tian Honggen. Sci 检索。

82.微分方程 (f’)^n=R(z,f) 的亚纯解,数学学报, 44(2): (2001), 277-286袁文俊(通讯作者),李叶舟。

83. On Rosenbloom’s fix-point theorem and related results, J. Austral. Math. Soc., (Series A) 68 (2000),321-333. Fang Mingliang, 袁文俊. Sci 检索。

84.On the uniqueness of meromorphic functions concerning fix-points, Proc.2nd ISAAC Congress(2000). Dordrecht/Boston/London Kluwer Academic Publishers ISBN 0-7923-6597-6 Vol. 1, 565-574 . 袁文俊(通讯作者),Fang Mingliang. ISTP 检索。

1999年任教授以前权威核心期刊或境外期刊上发表8篇                            

85.Results of complex oscillation of higher order differential equations with merommrphic coefftcients, Complex Variables, Vol.39, 4 (1999) 291-303. 袁文俊(通讯作者)。

86. On factorizabte solution of differential equation f’^2=a_0(z)(f-a_1(z))^2f, Chinese Science Bulletin 21(1997),1779-1783。袁文俊,He Yuzan*. Sci 检索。

87.Some oscillation results of higher order linear complex differential equations, Bull. Hong Kong Math. Soc., 1 (1997), 363-370. 袁文俊(通讯作者)。

88.On the existence of meromorphic solutions of algebraic differential equations, Sys. Sci. Math. Sci., 9(1):(1996), 55-66. 袁文俊(通讯作者)。

89. A result of complex oscillation for differential equations f’’+(Q_1e^P+Q_2)f=0, Chinese Science Bulletin 17(1996), 1418- 1422. 袁文俊(通讯作者)Sci 检索。

90.关于一类常微分方程亚纯解的存在性,数学学报,39(5):(1996),619- 624. 袁文俊(通讯作者)。

91.二阶线性微分方程复振荡的若干结果,数学学报,38(1): (1995),45-50. 袁文俊(通讯作者)

92. 关于某些一阶代数微分方程的亚纯解个数On the number of meromorphic solutions of some first order algebraic differential equations, J. Math. Anal. Appl., 1992,167 (2): 316-321. 袁文俊(通讯作者)Sci 检索。

2000年任教授以来一般核心期刊上发表13篇

93. 二阶代数微分方程亚纯解的增长性估计, 数学杂志(PRC), 2017, 37(1):1-7. 张建军, 袁文俊。发表时间2017-03-09 11:50

94. 半平面内随机Dirichlet级数的增长性, 数学杂志, Journal of Mathematics, 2016, 36(2): 410-418. ISSN:0255-7797  DOI:10.13548/j.sxzz.20150922.001. 王琼,  杨祺, 袁文俊, 田宏根

95. 涉及分担值的 Lahiri 型正规定理,江西师范大学学报(自然科学版), 2014, 38(1): 37-41. 文章编号: 10003862(2014)01-0037-05. 陈  雪, 田宏根, 袁文俊, 陈 玮。

96. 亚纯函数正规族的若干注记, Some notes on normality criteria of meromorphic functions, Communications in Mathematical Research,  2014, 30(1): 81-89 Article ID: 1674-5647(2014)01-0081-09. Chen Wei, Zhang Yingying, Tian Honggen(Correspongding) and Yuan Wenjun. 基金:11271090, S2012010010121。

97. 双极模型的优化策略分析,内蒙古师范大学学报(自然科学版), 2014, 43(3): 285-289. 文章编号: 1001-8735(2014)03-0285-0.  李秀琴,袁文俊,梁满发。

98.关于杨乐及Schwick的一结果的注记,A note on a result due to Yang Le and Schwick, 山东大学学报,2013, 48(10): 90-93. Article ID: 1671-9352(2013)10-0090-04. Chen Wei, Yuan Wenjun, Tian Honggen(Correspongding). 基金:11271090, S2012010010121。

99. Some extending results related Briot-Bouquet differential equations with the form f^(4)=P(f) 关于Briot-Bouquet微分方程若干结果的推广, J. Math. (PRC) 2010, 30(4):579-586. Jianjun ZHANG, Lingling BAI, 袁文俊(前2学生系指导硕士生). ISSN 0255-7797;CN 42-1163/O1

100.某些非自治系统Schroder 方程亚纯解的T方向, 工程数学学报,2009,26(1):179-182. 戚建明,张建军, 袁文俊(前2学生系指导硕士生)。ISSN 1005-3085,CN 61-1269/O1

101.广义Cauchy数的一些恒等式,吉林大学学报  47 (2009),47(1):17--20. 11B68 (05A10)。李志荣,肖冰,袁文俊(通讯作者)。ISSN 1671-5489/CN 22-1133/N

102.有关高阶Apostol-Bernoulli多项式与Stirling数的一些恒等式,河北大学学报:自然科学版,2009.29(2):119-121,李志荣 袁文俊 夏汉铸。1000-1565/CN13-1077/N

103.涉及高阶Apostol-Genocchi数的一些计算公式,安徽大学学报,2009,33(1):25-27.李志荣,袁文俊,白静。ISSN 1000-2162

104. 一类亚纯函数的广义积分及其Cauchy主值,大学数学,2008,24(2):112-116。李志荣,肖冰,袁文俊。ISSN 1672-1454

105.Some unicity results of meromorphic functions whose n-th derivative share the same 1-points, Chin. Quat. J. of Math.,2005, 20(3): 226-231. 袁文俊(通讯作者), Seiki MORI.

1999年任教授以前一般核心期刊上发表1篇

106. 关于一类常微分方程亚纯解个数的注记,纯粹数学与应用数学,1 (1993),112-116. 袁文俊(通讯作者)

一般期刊上发表学术论文35篇

107. Further results of some uniqueness theorems for meromorphic functions whose n-th derivative share the same 1-points,  Proceeding of 2000’ Beijing  International Clifford Anal & Math. Phy.Universidad Nacional Autonoma de Mexico, Printed in Mexico,2001, 317-326. Wenjun YUAN ,Tian Honggen.

108.关于二阶线性微分方程扰动理论一文的注记,新疆大学学报,2(1994),29-33. 袁文俊

109.On the growth and zero distribution of meromorphic solutions of linear differential equations, 新疆大学学报,1(1996),39 -49. 袁文俊

110.微分方程的亚纯解,新疆大学学报,3(1997),18 – 23。Wenjun YUAN, Yin Xiaoling.

111.关于常微分方程 f’’+(Q_1e^P+Q_2)f=0亚纯解复振荡的一个结果的注记,新疆大学学报,1(1998),8-10. 袁文俊

112.Hayman 猜想的简捷证明与相关的正规定则,广州大学学报,5(2001),1—4 Wenjun YUAN ,Yin Xiaoling.

113.Further results of the normality for meromorphic function families, 广州大学学报,1(2002),1-9 Wenjun YUAN, Fang Mingliang.

114.关于 Tummura-Clunie 定理的一个推广,广州大学学报,5(2002),1-3.

115.Further results of uniqueness for meromorphic functions sharing three values,  广州大学学报,1(2003),1-4. Wenjun YUAN ,Li Yezhou.

116.Further results of uniqueness theorems for meromorphic functions whose n-th derivative share the same 1-points,广州大学学报4(2003),301-306. Wenjun YUAN

117.亚纯函数的例外值,广州大学学报,1(2007),8-11. Jianming QI,Jianjun ZHANG, Wenjun YUAN.

118.On normal criteria of meromorphic functions related the conjecture of Hayman, 广州大学学报,6(3)(2007),1-4. Wenjun YUAN, Yidang YANG.

119.线性微分方程的系数及解的增长性估计,广州大学学报,6(3)(2007),15-18. Jianjun ZHANG,Jianming QI, Wenjun YUAN.

120.关于$f+a(f')^n$值分布的注记,广州大学学报,6(3)(2008),10-12.袁文俊,雷春林,杨德贵.

121.复化的KdV方程的亚纯解结构,广州大学学报,6(4)(2008),15-18.柏玲玲,袁文俊,张建军.

122.On the estimate of Growth  of meromorphic solutions of some classes of higher order algebraic differential equations,J.Guang Univ. ,2009,8(2): 28-31.Wenjun YUAN,Zhirong LI,Jianjun ZHANG.

123.整函数与其导函数分担值集的唯一性[J].吉首大学学报( 自然科学版), 2009,(2):16-21. 丁杰, 柏玲玲, 袁文俊.

124.一类高阶代数微分方程组解的增长级估计[J]. 湛江师范学院学报, 30(6)(2009), 39-43. 顾荣美, 丁建军, 袁文俊.

125.涉及零点重级的亚纯函数的正规族[J]. 吉首大学学报(自然科学版), 2010, 31(2),25-28. 丁建军,顾荣美,袁文俊.

126.A normal criterion of an analytic share function for the family of composite analytic functions,复合解析函数族分担解析函数的一个正规定则,J. Guangzhou Univ. 9(5)(2010),1-4. Wenjun Yuan,Zhirong Li,Bing Xiao.

127.亚纯函数正规族的进一步结果[J]. 刘创林, 丁立维,袁文俊。吉首大学学报(自然科学版), 2010, 31(2),25-28. 基金10771220;200810780002编号:1007-2985(2011)01-0018-04

128. 一个与分担值相关的亚纯函数正规定则[J] . 湛江师范学院学报,2011,32(3),23-28. 编号:1006-4702(2011)03-0023-06。魏金金,丁立维,袁文俊。

129.A Note on Normal Families of Meromorphic Functions and Sharing Set;关于亚纯函数分担值集正规族的注记,数学季刊,Chin. Quart. J. Math. 2011,26(3):360-365,肖冰,吴奇峰,袁文俊(通讯作者)。

130.Euler 数,Bernoulli 数及有序 Bell数的渐进估计,大学数学,2011,27(6):80-84。李志荣,李秀琴,袁文俊。ISSN 1672-1454。

131.亚纯函数的不动点及其唯一性的推广[J]. 广州大学学报,10(6): (2011),7-13. 丁立维,刘创林,袁文俊.

132.代数微分方程亚纯解增长级的 Gol${'}$dberg 定理的新结果,袁文俊, 李叶舟, 戚建明。广州大学学报,2012, 11(6): 1-5.

133.关于亚纯函数族的Schwick的正规定则,湛江师范学院学报The Schwick's normal criterion for meromorphic functions,J. Zhanjiang University, 2013, 34(3): 5-10. 文章编号:1006—4702(2013)03—0005—06.  Wenjun Yuan, Ming Gao, Xiaopei Li. 基金11271090;S2012010010121. 关于亚纯函数族Schwick正规定则,袁文俊,高明,李晓培.

134.函数族涉及分担值的正规定则Normal criteria of function families concerning shared values. 广州大学学报,2013, 12(5): 1-7. 文章编号:1671-4229(2013)05-0001-07.袁文俊, 肖冰, 赖锦纯(通讯作者). 基金12271090;S2012010010121。

135.关于整函数与其导数分担值或多项式的若干注记Some remarks on the entire functions that share values or small functions with their derivatives. 广州大学学报,2014, 13(6): 1-4.文章编号:1671-4229(2014)06-0001-04. 袁文俊, 肖冰, 戚建明(通讯作者).

136.关于具有理系数的微分方程的亚纯解On meromorphic solutions of differential equation with rational coefficients. 广州大学学报,2015, 14(5): 1-8. 文章编号:1671-4229(2015)05-0001-08. 袁文俊, 刘芝(通讯作者),孟凡宁,傅懋准.

137.复曲面奇点不变量, 广州大学学报, 2016, 15(1): 18-26. 文章编号:1671-4229(2016)01-0018-09. 孟凡宁, 袁文俊*.

138.Blogα空间到QK(p,q)空间的复合算子, 湖南文理学院学报(自然科学版), 2016, 28(1): 1-4. DOI: 10.3969/j.issn.1672-6147.2016.01.001. 古勇毅, 袁文俊*,孟凡宁.

139.ABα空间到F(p,q,s)空间的加权复合算子, 陕西理工学院学报(自然科学版), 2016, 32(2): 75-79. 文章编号:1673-2944(2016)02-0075-05. 古勇毅, 袁文俊*,孟凡宁.

140.正规权Bloch空间到QT,S空间的积分型算子, 河北科技大学学报, 2016, 37(4):  335-339  古勇毅, 袁文俊; 孟凡宁(通讯作者)

141.一类辅助常微分方程的亚纯函数通解On the general meromorphic solutions for an auxiliary ordinary differential equation by using complex method and its applications, 广州大学学报,2017, 16(1): 17-24. 文章编号:1671-4229(2017)01-0017-08. 袁文俊, 古勇毅,孟凡宁 (通讯), AMINAKBARI Najva. 发表时间 2017-02-15

142. 涉及零点的非零亚纯函数的正规性,岭南师范学院学报, 2017, 38(3): 1-7. 崔丽霞, 陈鸿辉, 李晓培, 袁文俊* 

袁文俊的经济类研究论文目录

1.  组合证券投资的数学模型探讨,中国工业与应用数学会第六届年会论文集,2002,439-443. 傅荣林,袁文俊,袁荣,彭俊好。

2.  我国商业银行的信用风险管理体系研究, 中国集团经济研究(国家级中文经济类核心期刊), 240(2004): 78-79. 魏东平,袁文俊。第2作者。

3.  我国商业银行风险管理中的激励机制问题, 商场现代化(国家级中文经济类核心期刊), 10(2004): 151-152. 魏东平,袁文俊,卢丽萍。第2作者。

4.  经济理论中最小二乘法线性拟合参数估计的等价性问题, 红河学院学报,2(6)2004,39-41。魏东平,郑超亮,袁文俊;第3作者。

5.  论我国商业银行中间业务的发展, 浙江工商职业技术学院学报,4(1),2005,13-15。郑超亮,魏东平,袁文俊;第3作者。

6.  论国有商业银行的内部控制, 科技创业月刊,420,2005,21-22(郑超亮,袁文俊;第2作者).

7.  基于行为金融理论的欧式期权定价, 广州大学学报, 2 (2006),17-20. (郑超亮,李健,袁文俊;第3作者).

8.  影响消费者品牌忠诚的直接因素是什么,经济师, 12(2005):37-38. 冯明磊,李元,袁文俊。

袁文俊的教学研究论文目录

9.  解析函数的简易求法,曲阜师范大学学报,2(1989),71-73. 袁文俊

10.L’Hospital 法则和Stolz 定理的推广与应用,广州大学学报,1(2001),18—21袁文俊(with Yin  Xiaoling) .

11.微分中值定理教学的改革探讨,广州大学学报,1(2004),85-89。

12.关于函数在无穷远点的残数计算,广州大学学报,4(2004),289-291.

13.拓扑空间的等价定义 The equivalent definitions of topology, 广州大学学报,6(2004),492-494. 第2作者。Shujun YOU, Wenjun YUAN

14.求极限的求导剥离法,广州大学学报,3(2006), 5-8。袁文俊,邓小成,戚建明。

15.关于实数理论连续性的教学研究,广州大学学报,增刊(2005),492-494。袁文俊,邓小成。

16.地方高校高等数学教材的改革初探,广州大学学报,增刊(2007),1-4。袁文俊,邓小成。

17.地方高校高等数学教学改革的思考,高教探索,2008年增刊,107-111,袁文俊,邓小成,王洪涛。

18.关于定积分概念的数列化,高等数学研究,2009,12(1),48-51。袁文俊,尚亚东,邓小成。

19.函数与其反函数的交点个数及位置,大学数学,2012, 28(2), 126-130。袁文俊,李秀琴,肖德凯。

20.求二面角大小的直接计算法,中学数学,2011,(5),35-37。肖德凯,袁文俊*。


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