关丽，博士，现任副教授。2007年博士毕业于北京工业大学应用数理学院，专业为概率论与数理统计，师从李寿梅教授，毕业后留校任教。主要从事：集值、模糊集值随机变量的大数定律，渐近鞅理论，带有不确定性的随机分析理论及在金融中的应用研究。
目前为止，已在本学科重要的国外学术期刊《Information Science》,《International Journal of Approximation Reasoning》,《International Journal of Uncertainty, Fuzziness and Knowledge-based Systems》等上发表论文13篇，其中2篇被SCI检索，9篇被EI检索(其中包括2篇同时被SCI检索)，3篇被ISTP检索。另外，多次在国际学术会议上做学术报告,并于2007年在悉尼召开的国际会议The 8th International Conference on Intelligent Technologies上获最佳论文奖,2009年在桂林召开的国际会议Intech’09 TowardsIntelligent Technologies to Economics and Management上获excellent paper奖。2007年还获北京工业大学优秀博士学位论文奖。
到目前为止，正在主持校博士科研启动基金1项，院基金1项,作为主要成员参与了李寿梅教授主持的国家自然科学基金，北京市自然科学基金等5项科研项目,张忠占教授主持的北京市创新团队项目1项。

E-mail：guanli@bjut.edu.cn
主要论文目录
1.Shoumei Li and Li Guan, Decomposition and representation theorem of set-valued amarts.International Journal of Approximation Reasoning, (2007), Vol.46, 35－46.（SCI:218AW,EI:498）
2.Shoumei Li and Li Guan, Fuzzy set-valued Gaussian processes and Brownian motions.Information Sciences, (2007), Vol.177, 3251－3259. (EI: **，ISTP: 186QM）
3.Li Guan and Shoumei Li, Laws of large numbers for weighted sums of fuzzy set-valued random variables,Inter. J. of Uncertainty, Fuzziness and Knowledge-based System, (2004), Vol.12, 811－825. (SCI: 894TH,EI：**)
4.Li Guan, Shoumei Li and Yukio Ogura, A strong law of large numbers of fuzzy set-valued random variables with slowly varying weights,International Journal of Automation and Control,(2008), Vol.2, 365-375. (EI：144)
5.Li Guan and Shoumei Li, Convergence theorems for fuzzy set-valued amart in a Banach Space, Proceeding of the 9^thinternational conference on intelligent technologies. (2008), 57-64.International Journal of Intelligent Technologies and Applied Statistics. (2009), Vol.2, No.1, 29-44. (EI：092)
6.Li Guan and Shoumei Li, A strong law of large numbers for set-valued random variables in Rademacher type p Banach space,Proceedings of the 5th International Conference on Machine Learning and Cybernetic,(2006), Vol.3, 1768-1773. (EI：**)
7.Li Guan, Shoumei Li and Hiroshi Inoue, Strong laws of large numbers for set-valued random variables in Rademacher type p Banach space,Scientiae Mathematicae Japonicae, (2008), Vol.67, No.3, 377-392.
8.Li Guan and Shoumei Li, Stationary processes and limit theorems with upper semi-continuous function values, Proceeding of the 10^thinternational conference on intelligent technologies, 2009, 515-520.International Journal of Intelligent Technology and Applied Statistics, (2010), Vol.3, No.1, 33-44.（ISTP：BPG03）
9.Shoumei Li and Li Guan, Optional sampling theorem and representation of set-valued amart,Soft Methods for Integrated Uncertainty Modeling, Springer, (2006), 137-144. (ISTP: BFD24)
10.Li Guan, Shoumei Li and Inoue Hiroshi, Strong laws of large numbers for rowwise exchangeable fuzzy set-valued random variables.Proceedings of the 11th world congress of international fuzzy systems association,(2005), 411-415.
11.Li Guan and Shoumei Li, Integral of general set-valued random processes with respect to finite variation processes,Proceedings of the Fourth International Conference on Machine Learning and Cybernetic,(2005), 2551-2556. (EI: )
12.Li Guan and Shoumei Li. The convergence theorems of set-valued pramart in a Banach space. International Journal of Intelligent Technologies and Applied Statistics, 2011. Vol.4, 3, 403-417.(EI)
13.Hiroshi Inoue, Masatoshi Miyake and Li Guan.Influence of Risk Incentive by Limited Dividend Provision. Nonlinear Mathematics for Uncertainty and its Applications. 2011. 255-262.(EI)