岳小璐

民族：汉族 性别：女

出生年月：1992年6月

Email: B202617@cumtb.edu.cn

一、教育背景

2013.09 -2017.06 保定学院 数学与计算机系 数学与应用数学 学士

2017.08-2020.05 华北电力大学 数理学院 运筹学与控制论 硕士

2020.09-2024.01 中国科学院大学 中国科学院数学与系统科学研究员 应用数学 博士

二、工作经历

2024.02-2024.08 香港城市大学 数学系

2024.08-至今 中国矿业大学（北京） 理学院

三、研究方向

可积系统、正交多项式、随机矩阵

四、代表性论著

[1] Dan Dai and Xiaolu Yue*. Nonisospectral deformations of noncommutative Laurent biorthogonal polynomials and matrix discrete Painlevé-type equations. Studies in Applied Mathematics, 2026, 157, e70251.

[2] Xiaolu Yue*, Xiangke Chang and Huihui Liu. (1, m)-type biorthogonal polynomials and discrete Painlevé-type equations. Physica D: Nonlinear Phenomena, 2026, 489, 135145.

[3] Xiaolu Yue, Xiangke Chang, Xingbiao Hu and Yajie Liu. On Laurent biorthogonal polynomials and Painlevé-type equations. Proceedings of the American Mathematical Society, 2022, 150, 4369–4381.

[4] Min Li, Xiaolu Yue and Tao Xu. Asymptotic behaviors of mixed-type vector double-pole solutions for the discrete coupled nonlinear Schrödinger system. The European Physical Journal Plus, 2021, 136, 1–29.

[5] Min Li, Xiaolu Yue and Tao Xu. Multi-pole solutions and their asymptotic analysis of the focusing Ablowitz–Ladik equation. Physica Scripta, 2020, 95, 055222.

[6] Bao Wang, Xiangke Chang and Xiaolu Yue. A generalization of Laurent biorthogonal polynomials and related integrable lattices. Journal of Physics. A. Mathematical and Theoretical, 2022, 55, 214002.