教育经历：

2007.09-2012.06，博士，亚搏ag捕鱼app

2003.09-2007.06，本科，亚搏ag捕鱼app

2018.08-至今，副教授，亚搏ag捕鱼app

2014.09-2018.08，助理教授，亚搏ag捕鱼app

2012.07-2014.06，博士后，中国科学院数学与系统科学研究院

李理论，包括李群、无穷维李代数、顶点代数和量子代数的结构和表理论等。

1. The National Natural Science Foundation of China (Grant No.11501478): 2016.01-2018.12.  

2. The National Natural Science Foundation of China (Grant No.11971397): 2020.01-2023.12.

► Representations of infinite dimensional Lie algebras

• Fulin Chen; Zhiqiang Li; Shaobin Tan, Integrable representations for toroidal extended affine Lie algebras, Journal of Algebra, 2019, 519: 228-252.

• Fulin Chen; Shaobin Tan; Qing Wang, Twisted Γ-Lie algebras and their vertex operator representations, Journal of Algebra, 2015, 442: 202~232.    

• Fulin Chen; Yun Gao; Naihuan Jing; Shaobin Tan, Twisted vertex operators and unitary Lie algebras, Canadian Journal of Mathematics, 2015, 67(3): 573~596.

• Fulin Chen; Shaobin Tan, Integrable representations for extended affine Lie algebras coordinated by quantum tori., Journal of Lie Theory, 2013, 23(2): 383~405.

• Xuewu Chang; Fulin Chen; Shaobin Tan, Constructing irreducible integrable modules for extended baby TKK algebra, Science China Mathematics, 2012, 55(12): 2417~2432.

• Fulin Chen; Shaobin Tan, Twisted fermionic and bosonic representations for a class of BC-graded Lie algebras, Frontiers of Mathematics  in China, 2011, 6(4): 607~628.

► Representation theory of reductive Lie groups

• Fulin Chen; Binyong Sun, Uniqueness of twisted linear periods and twisted Shalika periods, Science China Mathematics, 2020, 63(1): 1~22.

• Fulin Chen; Binyong Sun, Uniquness of Rankin-Selberg periods, International Mathematics Research Notices, 2015, 150(14): 5849~5873.

►  Quantum algebras

• Fulin Chen; Naihuan Jing; Fei Kong; Shaobin Tan, Twisted quantum affinizations and their vertex representations , Journal of Mathematical Physics, 2018.08, 59(8): 0~081701

• Fulin Chen; Naihuan Jing; Fei Kong; Shaobin Tan,  Drinfeld type presentations of loop algebras, Transactions of the American Mathematical Society, 2020, 373: 7713-7753.

►  Preprints

• Fulin Chen; Zhiqiang Li; Shaobin Tan, Classification of integrable representations for toroidal extended affine Lie algebras, arXiv:1803.01324.

• Fulin Chen; Naihuan Jing; Fei Kong; Shaobin Tan,  Twisted toroidal Lie algebras and Moody-Rao-Yokonuma presentation, arXiv:1901.09627, accepted by Science China Mathematic.

• Fulin Chen; Haisheng Li; Shaobin Tan; Qing Wang,  Extended affine Lie algebras, vertex algebras, and reductive groups, arXiv:2004.02821.

• Fulin Chen; Naihuan Jing; Fei Kong; Shaobin Tan,  Twisted quantum affinizations and quantization of extended affine Lie algebras, arXiv:2006.14783.

• Fulin Chen; Naihuan Jing; Fei Kong; Shaobin Tan,  On quantum toroidal algebra of type A_1, arXiv:2006.14558.