Jian-Ming CHANG, P.h.D

School of Mathematics and Statistics

E-mail: jmchang@cslg.edu.cn

Diplomas:

1982-1986: B.S., Soochow University

2003-2006: P.h.D., Nanjing Normal University

Research Activities:

1992-1998: Lecturer, Changshu Institute of Technology

1999-2004: Associate professor, Changshu Institute of Technology

2006-2007: Post doctoral, Bar-lian University, Israel

2015- : Professor, Changshu Institute of Technology

Research Fields:

Complex Analysis

Selected Recent Publications:

1. "Uniqueness of entire functions and fixed points", J. Chang, M. Fang. Kodai Math. J., 2002,  25(3), 309-320.

2. "Meromorphic Functions Sharing Four Values", G. Song, J. Chang, Sou. Asian Bull. Math., 2003,  26(4) , 629-635.

3. "Uniqueness of entire functions", J. Chang, M. Fang, J. Math. Anal. Appl., 2003, 288(1), 97-111.

   “Entire functions that share a small function with their derivatives”, J. Chang, M. Fang, Complex Var. Theory Appl. 2004, 49, 871-895.

   “Normal families of holomorphic functions”, J. Chang, M. Fang and L. Zalcman, Illinois Math. J., 2004, 48 (1), 319-337.

   “Unicity theorems for meromorphic functions”, J. Chang, M. Fang and D. Yang, Comput. Methods Funct. Theory, 2005, 4, 299-314.

   “Normality and shared functions of holomorphic functions and their derivatives”, J. Chang, M. Fang, Michigan Math. J., 2005, 53( 3) ), 625-645.

   “Normal families and fixed points”, J. Chang, M. Fang, J. Anal. Math., 2005, 95, 389–395 .

   “Normality and fixed-points of meromorphic functions”, Ark. Mat., J. Chang, M. Fang, L. Zalcman, 2005, 43, 307-321.

   “On entire functions that share a value with their derivatives”, J. Chang, M. Fang, Anna. Acad. Scie. Fenn. Math., 2006, 31, 265-286.

   “Repelling periodic points of given periods of rational functions”, J. Chang, M. Fang, Sci. China Ser. A: Math., 2006, 49, 1165–1174.

   “Radially distributed values of meromorphic functions”, J. Chang, J. Math. Anal. Appl., 2006, 319(1), 34-47.

4. "Polynomials without repelling periodic point of given period", J. Chang, J. Math. Anal. Appl., 2006, 324(1), 1-13.

   “Normal families and uniqueness of entire functions and their derivatives”, J. Chang, M. Fang, Acta Math. Sinica, 2007, 23(6), 973-982.

   “A note on normality of meromorphic functions”, J. Chang, Proc. Japan Acad. Ser. A, 2007, 83(4), 60-62.

   “Entire functions that share a set with their derivatives”, J. Chang, M. Fang, L. Zalcman, Arch. Math., 2007, 89(6), 561-569.

5. "Normal families and multiple values", M. Fang, J. Chang, Arch. Mat., 2007, 88(6), 560-568.

   “Meromorphic functions that share a set with their derivatives”, J. Chang, L. Zalcman, J. Math. Anal. Appl., 2008, 338(2), 1020-1028.

   Normality and attracting fixed points, J. Chang, M Fang, L Zalcman, Bull. London Math. Soc., 2008, 40(5), 777-788.

   “Normality, quasinormality and periodic points”, J. Chang, Nagoya Math. J., 2009, 195, 77-95.

   “Composite meromorphic functions and normal families”, J. Chang, M. Fang, L. Zalcman, Proc. Royal Soc. Edin., 2009, 139A, 57-72.

   “Normality concerning shared values”, J. Chang, Sci. China A: Math., 2009, 52(8), 1717-1722; 与分担值相关的正规族，中国科学(A): 数学, 2009, 39(4), 399-404.

   “Entire functions that share a small function with their derivatives”, J. Chang, Y. Zhu, J. Math. Anal. Appl., 2009, 351(1), 491-496.

   “Normality of meromorphic functions whose derivatives have 1-points”, J.Chang, Arch. Math., 2010, 94(6), 555-564.

   “Normality and repelling periodic points”, J. Chang, L. Zalcman, Tran. Amer. Math. Soc., 2011, 363(11), 5721-5744.

6. “Shared values, Picard values and normality”, J. Chang, Y. Wang, Tohoku Math. J., 2011, 63(2), 149-162.

7. “Normality and quasinormality of zero-free meromorphic functions”, J. Chang, Acta Math. Sinica, 2012, 28(4), 707-716.

8. “A new proof of a unicity theorem of meromorphic functions and their derivatives”, J. Chang, Anna. Acad. Scie. Fenn. Math., 2012, 37, 19-34.

9. “A generalization of Gu’s normality criterion”, X. Liu, J. Chang, Proc. Japan Acad. Ser. A Math. Sci., 2012, 88(5), 67-69.

10. “On the family of meromorphic functions whose derivatives omit a holomorphic function”, J. Chang, Sci. China Math. 2012, 55(8), 1669-1676.

11. “On meromorphic functions whose first derivatives have finitely many zeros”，J. Chang, Bull. London Math. Soc. 2012, 44 (4), 703-715.

12. "Normality of meromorphic functions and uniformly discrete exceptional sets", J. Chang, Comput. Methods Funct. Theory, 2013, 13 (1), 47-63.

13. "On Bank-Laine type functions", J. Chang, Y. Wang. Anna. Acad. Scie. Fenn. Math. 2013, 38, 455-471.

14. "On the spherical derivatives of Miranda functions", J. Chang, Comput. Methods Funct. Theory, 2019, 19 (2), 253-284.