李曉亮副教授接受我院邀請擔任亞洲博士學術主任及博導

近日,知名學者李曉亮副教授接受我院的邀請,擔任亞洲博士學術主任及博士生導師,主要工作是為在讀博士生提供學術支持及論文指導。
曉亮老師博士畢業於北京航空航天大學數學與系統工程學院,應用數學專業。主要研究方向是:計算機數學、符號計算及人工智能。其導師王東明教授是歐洲科學院院士、長江學者。曉亮老師此前曾擔任國內某高校的數字經濟學院副院長,在兩家資產管理有限公司擔任過策略研究總監及量化套利部經理。
社會兼職:
→ 澳門城市大學商學院兼職博士生導師;
→ 佛山大學兼職碩士生導師;
→ 美國數學會《Mathematical Reviews》評論員;
→ 《中國科學》、《Journal of Symbolic Computation》等雜誌匿名評審;
→ 中國數學會計算機數學專業委員會委員等。
主持項目:
1.2014年, 國家自然科學基金, 已結題. 項目名稱: 計算特征列的高效算法研究,項目編號: 11326210.
2.2021年, 東莞城市學院重大科研培育項目, 已結題. 項目名稱: 半代數經濟模型的均衡點計算, 項目編號: 2021YZDYB04Z.
3.2022年, 廣東省哲學社會科學規劃一般項目, 已結題 (結題等級: 優秀). 項目名稱: 經濟模型多均衡問題的理論與計算研究, 項目編號: GD21CLJ01.
4.2024年, 計算經濟交叉科學教育部重點實驗室 (上海財經大學) 開放課題, 在研. 項目名稱: 國際寡頭博弈建模及其演化復雜性的符號計算研究.
5.2025年, 廣東省哲學社會科學規劃一般項目, 在研. 項目名稱: 國際貿易中的動態寡頭博弈建模及其演化復雜性研究, 項目編號: GD25CLJ03.
學術報告:
→ Which stabilizes a Cournot oligopoly market: homogeneous vs heterogeneous mechanism? ICICIC 2025 (Kitakyushu, Japan, August 26-29, 2025)
→ Modeling Green Reputation Decisions in a Nonlinear Cournot Duopoly of Carbon Emission Abatement. WEHIA 2025 (Suzhou, China, February 13-16, 2025)
→ Carbon Emission Abatement in A Monopolistic Market with Green Awareness. ICICIC 2024 (Qinghuangdao, China, September 10-13, 2024)
→ Computing Equilibria of Semi-algebraic Economies Using Triangular Decomposition and Real Solution Classification. ICIAM 2015 (Beijing, China, August 10-14, 2015)
→ Indentifying Multiple Equilibria of Semi-algebraic Economies. Swiss Finance Institute Workshop (Zurich, Switzerland, June 2015)
→ Counting Equilibria of Semi-algebraic Economies Using Triangular Decomposition. Swiss Finance Institute Workshop (Zurich, Switzerland, December 2013)
→ Stability Analysis for Discrete Biological Models Using Algebraic Methods. MACIS 2009 (Fukuoka, Japan, December 14-17, 2009)
→ Simple Decomposition over Finite Fields. Rikkyo University Workshop (Tokyo, Japan, May 2010)
→ A C++ Implementation of Wang's Methods for Triangular Decomposition of Polynomial Systems. Chinese-France SALSA Workshop (Beijing, China, June 25-27, 2008)
發表論文:
1.Xiaoliang Li, Shuie Sun*, Ally Quan Zhang. Modeling green reputation decisions in a nonlinear Cournot duopoly of carbon emission abatement. Economic Modelling, 151, 107215, 2025. (SSCI, 中科院二區, 影響因子: 4.7)
2.Xiaoliang Li, Bo Huang, Ally Quan Zhang. Structural Analysis of Oligopoly Equilibria Based on Triangular Decomposition and Cylindrical Algebraic Decomposition: Structural Analysis of Oligopoly Equilibria. In Proceedings of the 2025 International Symposium on Symbolic and Algebraic Computation; ISSAC ’25; ACM: New York, NY, USA, 2025; pp 52–61.
3.Ruirui Hou, Xiaoliang Li*, Wenshuang Wan. Stability Analysis of Heterogeneous Oligopoly Games of Increasing Players: A Computational Approach. PLOS ONE, 20 (11), e0335516, 2025. (SCI, 影響因子: 2.6)
4.Xiaoliang Li, Bo Li*. Periodic and chaotic dynamics of an oligopoly with nonlinear demand and N firms. Computational Economics, 2025. (SSCI, 影響因子: 2.2)
5.Xiaoliang Li, Ally Quan Zhang*. Topological chaos in oligopoly competition. Economics Letters, 252, 112330, 2025. (SSCI, ABS3, 影響因子: 1.8 )
6.Xiaoliang Li, Bo Li*, Zohreh Eskandari. Impact of information advantage on dynamics of duopolistic competition under nonlinear demand. Communications in Nonlinear Science and Numerical Simulation, 140, 108390, 2025. (SCI中科院二區, 影響因子: 3.4)
7.Xiaoliang Li, Bo Li*. A Bertrand duopoly game with differentiated products reconsidered. Mathematics in Computer Science, 19(1), 2025. (ESCI中科院四區, 影響因子: 1.1)
8.Xiaoliang Li, Jing Yang*, Ally Quan Zhang. Influence of Price Elasticity of Demand on Monopoly Games under Different Returns to Scale. Mathematics and Computers in Simulation, 233, 75–98, 2025. (SCI中科院二區, 影響因子: 4.4)
9.Xiaoliang Li, Kongyan Chen, Wei Niu, Bo Huang*. Stability and chaos of the duopoly model of Kopel: A study based on symbolic computations. Computational Economics, 65, 1901–1935, 2024. (SSCI, 影響因子: 2.0)
10.Xiaoliang Li, Li Su*. Local stability and convergence factors of nonlinear duopoly games with different types of players. Nonlinear Dynamics, 112, 17627–17648, 2024. (SCI 中科院二區, 影響因子: 5.2)
11.Xiaoliang Li, Bo Li, Li Su*. Dynamics of a Cournot game with bounded rational firms and various scale effects. PLOS ONE, 19, e0297275, 2024. (SCI, 影響因子: 3.7)
12.Xiaoliang Li, Li Su, Jianjun Wang*. Effects of competition intensities and R&D spillovers on a Cournot duopoly game of digital economies. Fractal and Fractional, 7(10), 737, 2023. (SCI 中科院二區, 影響因子: 5.4)
13.Xiaoliang Li, Yihuo Jiang*. Influence of rationality levels on dynamics of heterogeneous Cournot duopolists with quadratic costs. Heliyon, 9(12), E22827, 2023. (SCI WOS一區, 影響因子:4.0)
14.Bo Huang, Xiaoliang Li, Wei Niu*, Shaofen Xie. Stability and zero-Hopf bifurcation analysis of the Lorenz-Stenflo system using symbolic methods. Computer Algebra in Scientific Computing 2023, August 28–September 1. Havana, Cuba, 2023. (會議論文)
15.Xiaoliang Li, Jiacheng Fu, Wei Niu*. Complex dynamics of knowledgeable monopoly models with gradient mechanisms. Nonlinear Dynamics, 111(12), 11629-11654, 2023. (SCI中科院二區, 影響因子: 5.741)
16.Xiaoliang Li, Hehe Liu*. Dynamics of an economic model of the electric power duopoly game, Second International Conference on Statistics, Applied Mathematics, and Computing Science (CSAMCS 2022). Nanjing, China, 2023. (EI會議論文)
17.Xiaoliang Li, Bo Li, Li Liu*. Stability and dynamic behaviors of a limited monopoly with a gradient adjustment mechanism. Chaos, Solitons & Fractals, 168, 113106, 2023. (SCI中科院一區, 影響因子: 9.922)
18.Bo Li, Yue Zhang, Xiaoliang Li, Zohreh Eskandari, Qizhi He*. Bifurcation analysis and complex dynamics of a Kopel triopoly model. Journal of Computational and Applied Mathematics, 426, 115089, 2023. (SCI 中科院二區, 影響因子: 2.872)
19.Xiaoliang Li, Li Su*. A heterogeneous duopoly game under an isoelastic demand and diseconomies of scale. Fractal and Fractional, 6(8), 459, 2022. (SCI中科院一區, 影響因子: 3.577)
20.Xiaoliang Li*. Analysis of the stability and the bifurcations of two heterogeneous triopoly games with an isoelastic demand. AIMS Mathematics, 7(10), 19388-19414, 2022. (SCI WOS一區, 影響因子: 2.739)
21.Xiaoliang Li, Wei Niu*. Analyzing the dual space of the saturated ideal of a regular set and the local multiplicities of its zeros. Mathematical Methods in the Applied Sciences, 45(12): 7243-7254, 2022. (SCI中科院二區, 影響因子: 3.007)
22.李曉亮*. 半代數經濟模型的均衡點計算: 一種代數方法. 中國科學: 信息科學, 46, 291-310, 2016. (中文Top期刊)
23.Yanli Huang, Beibei Xu, Xiaoliang Li*. Properties of rational general solutions for first order multivariate autonomous rational differential systems. Journal of Information and Computational Science. 12(6), 2015. (EI)
24.Xiaoliang Li*, Dongming Wang. Computing equilibria of semi-algebraic economies using triangular decomposition and real solution classification. Journal of Mathematical Economics, 54, 48–58, 2014. (SSCI)
25.Xiaoliang Li, Yanli Huang*, Zewei Zheng, Wanyou Cheng. Computing switching surfaces in optimal control based on triangular decomposition, East Asian Journal on Applied Mathematics, 4(4), 345–367, 2014. (SCI)
26.Zixin Chen, Wanyou Cheng*, Xiaoliang Li. A global convergent quasi-Newton method for systems of monotone equations. Journal of Applied Mathematics and Computing, 44(1–2), 455–465, 2014. (EI)
27.Chenqi Mou*, Dongming Wang, Xiaoliang Li. Decomposing polynomial sets into simple sets over finite fields: the positive-dimensional case. Theoretical Computer Science, 468, 102–113, 2013. (SCI)
28.Meng Jin, Xiaoliang Li*, Dongming Wang. A new algorithmic scheme for computing characteristic sets. Journal of Symbolic Computation, 50, 431–449, 2013. (SCI中科院二區)
29.李曉亮*, 王東明. 有限域上多項式集的簡單分解. 系統科學與數學, 32(1), 15–26, 2012. (中文核心)
30.Xiaoliang Li*, Chenqi Mou, Wei Niu, Dongming Wang. Stability analysis for discrete biological models using algebraic methods. Mathematics in Computer Science, 5(3), 247–262, 2011. (SCI, google scholar引用次數達48次)
31.Xiaoliang Li*, Chenqi Mou, Dongming Wang. Decomposing polynomial sets into simple sets over finite fields: the zero-dimensional case. Computers and Mathematics with Applications, 60, 2983–2997, 2010. (SCI 中科院二區)
32.Xiaoliang Li*, Chenqi Mou, Wei Niu, Dongming Wang. Stability analysis for discrete biological models using algebraic methods. MACIS 2009, December 14–17, Fukuoka, Japan, 2009. (會議論文)
*表示訊通作者
論文影響力:
2014年在《Journal of Mathematical Economics》雜誌發表的論文《Computing Equilibria of Semi-algebraic Economies Using Triangular Decomposition and Real Solution Classification》被美國芝加哥大學教授、白宮經濟顧問委員會首席經濟學家Casey B. Mulligan教授在文章中多次引用,這說明了這個理論經濟學問題的重要性。這些文章包括:
1.Mulligan, C. B., Davenport, J. H., & England, M. (2018, July). TheoryGuru: A Mathematica package to apply quantifier elimination technology to economics. In International Congress on Mathematical Software (pp. 369-378). Springer, Cham.
2.Mulligan, C. B., Bradford, R., Davenport, J. H., England, M., & Tonks, Z. (2018). Non-linear real arithmetic benchmarks derived from automated reasoning in economics (No. w24602). National Bureau of Economic Research.
3.Mulligan, C. B. (2018). Quantifier elimination for deduction in econometrics (No. w24601). National Bureau of Economic Research.
4.Mulligan, C. B., Bradford, R., Davenport, J. H., England, M., & Tonks, Z. (2018). Quantifier Elimination for Reasoning in Economics. arXiv preprint arXiv:1804.10037.
出版書籍:
《多項式代數》—— 研究生教材,現代數學基礎叢書,於2011年由高等教育出版社出版。除寫作外, 本人負責整個書籍的項目管理工作。
開發軟件:
1.TrisysLib —— 學術軟件,用於多項式系統三角分解的Linux C++ 庫。
2.TriLib —— 學術軟件,用於多項式系統三角分解的Maple 庫。
3.FlashTrader —— 基於Python開發的股票T+0高頻策略的回測和交易系統。
4.AlphaFramework—— 基於Python開發的股票Alpha對沖策略的研究和回測框架。
訪問學者:
1.2015年,受瑞士金融研究院院長、Econometrica雜誌編委Felix Kubler教授邀請訪問蘇黎世大學。與Felix Kubler教授共同研究計算經濟學中一般均衡模型的高效算法。
2.2013年,訪問蘇黎世大學瑞士金融研究院。與Felix Kubler教授共同研究半代數經濟模型的多均衡問題。
3.2010 年,受Kazuhiro Yokoyama教授邀請作為訪問學者訪問日本東京Rikkyo大學,合作研究有限域上簡單分解。