一、简介 

I am currently an associate Professor of Department of Mathematics at China Three Gorges University. I got my phd from Fudan University and I was a visiting scholar of University of Illinois at Urbana-Champaign from March of 2015 to August of 2015. After that I spent one year as a postdoc at the Johannes Kepler University in Linz of Austria. 

二、教学

Analysis, linear algebra, probability.

三、科研

1、研究方向：partition and modular forms ; zeta functions; exponential sum; harmonic analysis.  

2、科研项目：National Science Foundation of China: No. 11101238, modular forms, theta functions and arithmetic properties of special partition functions, PI, RMB 210, 000.

3、科研论文：

1. Xinhua Xiong, The number of cubic partitions modulo powers of 5,Science China in Mathematics, 41(2011), no.1, pp. 1--15.

          2. Xinhua Xiong, Two identities involving the cubic partition function, Int. J. Number Theory,  7 (2011), no.6, pp. 1615–1626.

          3. Xinhua Xiong, Two congruences involving Andrews-Paule's broken 3-diamond partitions and 5-diamond partitions, Proc. Japan Acad. Ser. A: Math. Sci., 87 (2011), no.5, pp. 65–68.

          4. Xinhua Xiong, A short proof of an identity for the cubic partition function, Commun. Korean Math. Soc., 26 (2011), no.4, pp. 551–555.

          5. Xinhua Xiong, Overpartition function modulo 16 and some binary quadratic forms, Int. J. Number Theory, 12 (2016), no.5, pp.1195--1208.

          6. Xinhua Xiong, A note on a conjecture of Andrews-Chan-Kim-Osburn, Proc. Japan Acad. Ser. A: Math. Sci., 92 (2016), no.11, pp. 117--120.

          7. Xinhua Xiong, Overpartitions and ternary quadratic forms, The Ramanujan Journal,  42 (2017), no. 2, pp. 429--442.

          8. Xinhua Xiong, A character of Siegel modular group of level 2 from theta constants,  Proc. Japan Acad. Ser. A: Math. Sci., 100 (2017), no.7, pp1--5.

          9. Xinhua Xiong, Small values of coefficients of a half Lerch-sum, Int. J. Number Theory, 2018,  DOI: 10.1142/S1793042117501366.

          10. Xinhua Xiong, William Keith, Euler's partition theorem for all moduli and new companions to Rogers-Ramanujan-Andrews-Gordon identities,  The Ramanujan Journal,  49 (2019), no. 3, pp. 555--565.

        办公地点：L1629C

电子邮箱： xinhuaxiong@ctgu.edu.cn