1)王伟,李晓理著, 多模型自适应控制,北京，科学出版社，2001

2)Xiaoli Li;Zhifeng Han;Lijun Wang;Huchuan LuVisual Tracking via Random Walks on Graph Model，IEEE Transactions on CyberneticsYear: 2015, Volume PP,Issue: 99Pages: 1 - 1, DOI:10.1109/TCYB.2015.2466437

3)Da-Wei Ding, Xin Du, Xiaoli LI, Finite-Frequency Model Reduction ofTwo-DimensionalDigitalFilters,IEEETransactionson Automatic Control, 2014, 60(6): 1624-1629.

4)Xiao-Li Li, De-Xin Liu, Chao Jia, Xian-zhong Chen, Multi-model control of blast furnace burden surface based on fuzzy SVM , Neurocomputing, Volume 148, 19 Jan 2015, Pages 209-215.(SCI, IF:2.005)

5)Xiaoli Li,Chao Jia, Dexin Liu, Dawei Ding, Nonlinear Adaptive Control Using Multiple Models and Dynamic Neural Networks , Neurocomputing, Volume 136, 20 July 2014, Pages 190-200.(SCI, IF:2.005)

6)Xiaoli Li,Chao Jia, Dexin Liu, Dawei Ding, Adaptive control of nonlinear discrete-time systems by using OS-ELM neural networks, Abstract and Applied Analysis, Volume 2014, Article ID 267609, 11 pages.(SCI，IF: 1.274 )

7)Xiao-li Li, Xiao-fei Zhang, Chao Jia and De-xin Liu, Multi-model adaptive control based on fuzzy neural networks,Journal of Intelligent & Fuzzy Systems, 27 (2014), 965–975.(SCI,IF: 0.936).

8)Ding Da-Wei, Li Xiaoli, Yin Yixin, Sun Changguo, Nonfragile H-infinity and H-2 Filter Designs for Continuous-Time Linear Systems Based on Randomized Algorithms, IEEE Transactions on Industrial Electronics, 59(11), 4433-4442, 2012,（SCI, IF:5.160）

9)Ding Da-Wei, Li Xiaoli, Yin Yixin, Xie Xiang-Peng, Further studies on relaxed stabilization conditions for discrete-time two-dimension Takagi-Sugeno fuzzy systems, Information Sciences, 189, 143-154, 2012,(SCI, IF: 2.8330)

10)Dawei Ding, Xiaoli Li, Youyi Wang. Nonfragile filtering for discrete-time linear systems in finite-frequency domain. International Journal of Control, 86 (4) 664-673, 2013. (SCI, IF: 1.008)

11)Ding, Da-Wei;Li, Xiaoli;Wang, Youyi;Shi, Zhiguo;.Non-fragile H-infinity fuzzy filtering for discrete-time non-linear systems ,IET CONTROL THEORY AND APPLICATIONS ,2013,7(6):848-857

12)李晓理,王伟.基于局部化技术的多模型自适应控制.自动化学报,Vol.26, No. 4, p523-528, 2000年7月.（EI: 01015502420）

13)Xiaoli Li, Kang Wang, Dexin Liu，An Improved Result of Multiple Model Iterative Learning Control,. IEEE/CAA JOURNAL OF AUTOMATICA SINICA, 1（3）：315-322, JULY 2014（自动化学报英文版）

14)李晓理,王书宁.含有界扰动系统的多模型自适应控制. 控制理论与应用, Vol.20,No.4, p577-581，2003年8月. (EI:03477740952)

15)李晓理,张维存,王伟.基于有界扰动分区的多模型自适应控制.控制理论与应用，2006，Vol 23, No.2. 283-286 (EI: 062910014036)

16)李晓理,石陇辉,丁大伟，水箱液位系统多模型控制方法，控制理论与应用，28(3)，370-374，2011(EI:20112114002215)

17)刘德馨，李晓理，丁大伟，陈先中，基于雷达观测数据的高炉料面多模型控制，控制理论与应用，29(10)，1277-1283，2012

18)李晓理,刘德馨,贾超,丁大伟,基于ADP算法的多设定值跟踪控制方法研究,控制理论与应用，30(6), 709-716，2013. (EI: 20133416646600)

19)李晓理,王志磊,刘德馨,王尚君,基于多模型的电梯群控自寻优策略研究,控制理论与应用, 31（3），366-374,2014.

20)李晓理,王书宁.基于分片线性辨识方法的非线性系统多模型自适应控制.控制与决策，vol.17, No.1, p45-52, 2002年1月.(EI: 02397107561)

21)李晓理王伟基于不同加权因子的随机多模型自适应控制，控制与决策, 2008, Vol 23(11): 1226-1230（EI:085111797505）

22)李晓理，一类离散时间非线性系统的多模型自适应控制，控制与决策，25(6)，841-846，2010（EI: 20102813068378）