2007.06-至今，江南大学理学院，教师；

2014.01-2015.01， 美国亚利桑那州立大学，访问学者；

2002.09-2007.06， 苏州大学，获得应用数学博士学位；

2004.09-2008.06 南京师范大学，获得数学与应用数学学士学位

组合数学理论及其在编码学、密码学和统计学等方面的应用

[1] C. Wang , J. Yan, J. Yin, Resolvable generalized difference matrices: Existence and applications, Finite Fields and Their Applications, 2016, 42: 39-56.

[2] J. Yan, The existence of (2 × c, λ) grid-block designs with c ∈ {3, 4, 5} and λ≥ 1, Aequationes Mathematicae, 2013, 85: 17-33.

[3] C. Wang, J. Yan, The Existence of Near Generalized Balanced Tournament Designs, The Electronic Journal of Combinatoric, 2012, 19: #28.

[4] J. Yan, J. Yin, A class of optimal constant composition codes from GDRPs, Designs, Codes and Crypotography, 2010, 50: 61-76.

[5] J. Yan, C. Wang, The Existence of FGDRP, The Electronic Journal of Combinatoric, 2010, 16: #34.

[6] M. Buratti, J. Yan, C. Wang, From a 1-rotational RBIBD to a Partitioned Difference Family, The Electronic Journal of Combinatoric, 2010, 17: #139.

[7] J. Yan, J. Yin, Constructions of optimal GDRP(n, λ; v)’s of typeλ1μm−1, Discrete Applied Mathematics, 2008, 156: 2666–2678.

[8] J. Yin, J. Yan, C. Wang, Generalized balanced tournament designs with block size four. Designs, Codes and Crypotography, 2008, 46: 211-230.