I. BRIEF INTRODUCTION

Prof.XiantaoWANG

Phone: (86)(0754) 86503749 (faculty Office)

Email: xtwang@stu.edu.cn

EDUCATION

Doctor of Philosophy (Mathematics) Hunan University, China 1997

Master of Science (Mathematics) Hunan University, China 1989

Bachelor of Science (Mathematics) Hunan Normal University,China1986

EMPLOYMENT

Professor Dept. of Math., Shantou University,Shantou, Guangdong, China 2014.09-present

Visiting Fellow Dept. of Math., Tohoku University,Japan (one month) 2014.08-2005.09

Visiting professor Indian Institute of Technology Madras (IITM), India,2013.03-2014.03

Second Rank Professor Hunan province 2012.09-2014.09

Professor Dept. of Math., Hunan Normal Univ.Changsha, Hunan, China 2002.11-2014.09

Professor Dept. of Math., Hunan Univ.,Changsha, Hunan, China 1999.07- 2002.10

Associate Professor Dept. of Math., Hunan Univ.,Changsha, Hunan, China 1995.07-1999.06

Visiting Fellow Dept. of Math., IITM,India (one year) 2013.03-2014.03

Visiting Fellow Dept. of Math., Turku University,Finland (one month) 2012.08-2012.09

Visiting Fellow Dept. of Math., IITM,India (one month) 2007.04-2007.05

Visiting Fellow Dept. of Math., University of Osaka,Japan (three months) 2005.07-2005.09

Visiting Fellow Dept. of Math., University of Helsinki,Finland (one year) 1999.09-2000.08

Teaching Experience

1. Have been teaching various courses for B. Sc (Maths), M. Sc (Maths) andPh. D. (Maths) students at the Departments of Math. in Hunan Univ. andin Hunan Normal Univ., Hunan, China (since Sep. 1989)

2. Have been teaching the following courses for M. Sc. (Maths) at the Departmentof Math. in IITM, India

a.Multi-variable Calculus (in English, one semester: 2013.7-2013.11)

b.Complex analysis (in English, replacement for one month: 2014.1-2014.2)

3. Have been teaching the following courses for B. Sc (Maths) and M. Sc

(Maths) at the Department of Math. in Shantou University, Shantou,Guangdong, China (since 2014)

a.Advanced Calculus (one semester: 2014.09-2015.01)

b.Functional Analysis (one semester: 2014.09-2015.01)

II.RESEARCH

85research articles since 1996

Papers submitted for publication

1.M. Huang, Y. Li, S. Ponnusamy and X. Wang,On quasisymmetryof quasiconformal mappings and its applications,Submitted to Mathematische Annalen (3 years).

2.M. Huang, M. Vuorinen and X. Wang,On removability properties ofψ-uniform domains in Banach spaces,Submitted to Proceedings of the Royal Society of Edinburgh (3 years).

3.M. Huang, A. Rasila, S. Ponnusamy and X. Wang,On quasisymmetry of quasiconformal mappings and its applications,Submitted to Advances in Mathematics (1 year).

Papers accepted for publication

4.Sh. Chen, A. Rasila and X. Wang,Radical growth, Lipschitz and Dirichlet spaces on solutions to the non-homogenous Yukawa equation,Israel Journal of Mathematics. The proof has been checked.

5.Sh. Chen, S. Ponnusamy and X. Wang,Univalence criteria and Lipschitz-type spaces on pluriharmonic mappings,To appear in Mathematica Scandinavica.

Papers published during the year 2014:

6.J. Chen, A. Rasila and X. Wang,Starlikeness and convexity of polyharmonicmappings,Bulletin of the Belgian Mathematical Society - Simon Stevin,21(2014),67-82.

7.J. Chen, A. Rasila and X. Wang,Landau’s theorem for polyharmonic mappings,Journal of Mathematical Analysis and Applications,409(2014), 934-945.

Papers published during the year 2013:

8.M. Huang, Y. Li, M. Vuorinen and X. Wang,On quasim¨obius maps in real Banach spaces,Israel Journal of Mathematics,198(2013), 467-486.

9.M. Huang, Y. Li, M. Vuorinen and X. Wang,The subinvariance of uniform domains in Banach spaces,Journal of Mathematical Analysis and Applications,407(2013), 527-540.

10.M. Huang and X. Wang,The decomposition of uniform domains in Banach spaces,Mathematica Scandinavica,113(2013), 128-142.

11.Y. Li and X. Wang,Inner uniform domains and the Apollonian inner metric,Bulletin of the Korean Mathematical Society,50(2013), 1873-1886.

12.Zh. Mao, S. Ponnusamy and X. Wang,Schwarzian derivative and Landau’s theorem for logharmonic mappings,Complex Variable and Elliptic Equations,58(2013), 1093-1107.

13.Sh. Chen, S. Ponnusamy and X. Wang,Weighted Lipschitz continuity, Schwarz-Pick’s Lemma and Landau-Bloch’s theorem for hyperbolicharmonic functions inBn,Mathematical Modelling and Analysis,18(2013), 66-79.