1. Xiaoping Lai, “Optimal Design of Nonlinear-Phase FIR Filters with Prescribed Phase Error”, IEEE Trans. on Signal Processing, accepted for future publication.
2. Xiaoping Lai, “Online Estimation of Minimum Sizes of 2-D FIR Frequency-Selective Filters with Magnitude Constraints”, IEEE Signal Processing Letters, vol. 15: 135138, 2008..
3. Xiaoping Lai, and Yun Cheng, “A Sequential Constrained Least-Square Approach to Minimax Design of 2-D FIR Filters”, IEEE Transactions on Circuits and Systems – II, 54(11): 994-998, 2007.
4. Zhao Ruijie, and Lai Xiaoping, “Chebyshev Design of Linear-Phase FIR Filters with Linear Equality Constraints”, IEEE Trans. on Circuits and Systems – II, 54(6): 494-498, 2007.
5. Lai Xiaoping, and Zhao Ruijie, "On Chebyshev Design of Linear-Phase FIR Filters with Frequency Inequality Constraints", IEEE Trans. on Circuits and Systems–II, 53(2): 120-124, 2006.
6. Lai Xiaoping, “Projected Least-Squares Algorithms for Constrained FIR Filter Design”,IEEE Transactions on Circuits and Systems - I, vol. 52(11): 2436-2443, 2005.
7. Lai Xiaoping, “Constrained Chebyshev Design of FIR Filters”, IEEE Transactions on Circuits and Systems - II, 2004, 51(3): 143-146.
8. Lai Xiaoping, “Design of smallest size two-dimensional linear-phase FIR filters with magnitude error constraint”, Multidimensional Systems and Signal Processing, vol. 18(4): 341-349, 2007.
9. Lai Xiaoping, “PLS Algorithms for Equality-Constrained FIR Filter Design”, Circuits Systems and Signal Processing, Vol. 24(3), 253-266, 2005.
10. Lai Xiaoping, “Chebyshev Design of FIR Filters with Frequency Inequality Constraints”, Circuits Systems and Signal Processing, 2003, 22(3): 325-334.
11. Lai Xiaoping, “Chebyshev Design of a Class of FIR Filters with Frequency Equation Constraints”, Circuits Systems and Signal Processing, 2002, 21(2): 181-193.
12. Xiaoping Lai, and Ruijie Zhao, “Minimax Design of Time-domain Constrained FIR Filters by a Sequential Constrained Least-Square Method,” Chinese Journal of Electronics, vol. 18(1): 166-170, 2009.
13. Lai Xiaoping, and Li Bin, “An Efficient Learning Algorithm Generating Small RBF Neural Networks”, Neural Network World, vol. 15(6): 525-533, 2005.
14. Wang Bing, Lai Xiaoping, and Xi Lifeng, “Single Machine Partial Rescheduling with Bi¬criterion Based on Genetic Algorithm”, Lecture Note in Computer Science, 3644(PART I): 947-956, 2005.
15. 李彬,賴曉平,“改進的GGAP-RBF算法及其在函數(shù)逼近中的應用”,模式識別與人工智能,20(2): 230-235, 2007.
16. 賴曉平, “二維線性相位FIR濾波器設計的投影最小二乘算法”,電子學報,Vol. 34(6): 1036-1040, 2006.
17. 趙瑞杰,賴曉平, “復FIR數(shù)字濾波器幅值約束Chebyshev設計”,電子學報,Vol. 34(9), 2006.
18. 賴曉平,“等式約束FIR濾波器設計的投影最小二乘算法”,電子學報,Vol. 33(3), 541-544, 2005.
19. 賴曉平, “FIR濾波器約束Minimax設計算法”,系統(tǒng)工程與電子技術,2002, 24(2): 84-88.
20. 賴曉平, 周鴻興, 王良,“電力系統(tǒng)結(jié)線分析的有色Petri網(wǎng)方法”, 控制理論與應用,2001, 18(5): 726-731.
21. 賴曉平,周鴻興,云昌欽,“混合模型神經(jīng)網(wǎng)絡在短期負荷預測中的應用”,控制理論與應用,2000,17(1):69-72.
22. 賴曉平,“正定二次規(guī)劃的投影最小二乘算法”,山東大學學報(理學版), 2004, 39(4): 62-67.
23. 賴曉平,“一類二維FIR濾波器的約束最小二乘設計”,山東大學學報(工學版), 2004, 34(4): 8-11.
24. 趙瑞杰,賴曉平,“線性相位FIR濾波器約束Chebyshev設計的增廣Remez算法”,山東大學學報(工學版), 2004, 34(4): 21-26.
25. 程昀,賴曉平,“時域約束FIR濾波器設計的IRCLS算法”,山東大學學報(工學版), 2004, 34(4): 16-20.
26. 賴曉平,“約束Chebyshev逼近及在FIR濾波器設計中的應用”, 山東大學學報(理學版),2003,38(1): 14-19.
27. 賴曉平, 周鴻興,“電力系統(tǒng)網(wǎng)絡拓撲分析的有色Petri網(wǎng)模型”,電網(wǎng)技術,2000,24(12):5-10.
28. 賴曉平,周鴻興,田發(fā)中,“電力系統(tǒng)短期負荷預測的混合模型神經(jīng)網(wǎng)絡方法”,電網(wǎng)技術,2000,24(1):47-51.
29. 賴曉平,“FIR數(shù)字濾波器的遞推最小二乘設計算法”,信號處理,1999,15(3):260-264.
30. 賴曉平,周鴻興,“自學習神經(jīng)元及自學習BP網(wǎng)絡”,信息與控制,1999,28(6):407-415.
31. Lai Xiaoping, Zhu Guihua and Yun Changqin, “A Random Sampling Recursive Least-Squares Approach to the Design of Linear-Phase FIR Digital Filters”, 控制理論與應用,1998, 15(2):281-285.
32. 朱桂華,賴曉平,“蒸汽密度計算的改進”,自動化儀表,1998,19(8):16-18.
33. 賴曉平,云昌欽,朱桂華,“設計FIR數(shù)字濾波器的隨機抽樣遞推最小二乘算法”,山東大學學報,1998,33(2):161-166.
近年來主要會議論文:
34. Xiaoping Lai, “An Order Estimator for Magnitude Constrained FIR Nyquist Filters”, Proc. the 2008 International Conference on Communications, Circuits and Systems, pp. 780-783, 2008.
35. Xiaoping Lai, “Minimax Design of FIR Nyquist Filters Using a Quadratic Programming Method”, Proc. the 2008 International Conference on Signal Processing, pp. 96-99, 2008.
36. Aiwen Che, and Xiaoping Lai, “Least Total Squared Error Design of 2-D Minimax FIR Filters”, Proc. the 2008 International Conference on Intelligent Computation Technology and Automation, pp. 141-144, 2008.
37. Lai Xiaoping, “A Sequential Constrained Least-Square Method for Minimax Design of Linear-phase FIR filters with Time-domain Constraints”, Proceedings of IEEE International Symposium on Circuits and Systems, pp. 2064-2067, May 2007.
38. Lai Xiaoping, and Kwan Hon-Keung, “An Online Procedure for Linear-Phase 2-D FIR Filters of Smallest Size with Magnitude Error Constraint”, Proceedings of IEEE International Symposium on Circuits and Systems, pp. 2970-2973, May 2007.
39. Lai Xiaoping, “A PLS Algorithm for Design of Linear-Phase 2-D FIR Filter with Prescribed Magnitude Ripples”, Proceedngs of 4th IEEE International Conference on Communication, Circuits and Systems, vol. 1, pp. 196–200, 2006.
40. Lai Xiaoping, and Li Bin, “An Improved Learning Algorithm for Compact RBF Networks”, Proceeding of IEEE 2005 International Conference on Neural Networks and Brain, pp. 591-594, Beijing, October, 2005.
41. Lai Xiaoping, “A Projected Least-Squares Approach to Constrained Nyquist Filter Design”, Proceedings of 7th International Conference on Signal Processing, pp. 21-24, Sept. 2004, Beijing, China.
42. Lai Xiaoping, “Constrained Chebyshev Design of a Class of FIR Filters Using Sequential Unconstrained Optimization Techniques”, Proceeding of the 4th International Conference on Control and Automation (ICCA’03), pp. 790-793, June 2003, Montreal, Canada.
43. 賴曉平,周鴻興,“應用神經(jīng)網(wǎng)絡與線性模型結(jié)合的電力負荷短期預測”, Proceedings of 3rd World Congress on Intelligent Control and Automation, vol. 3, 1633-1637, June 2000, Hefei, China.
44. Lai Xiaoping, Wang Bing, “A Coloured Petri Net Based Dynamic Programming Approach to the Unit Commitment Problem”, Proceeding of the 3rd International Conference on Control and Automation (ICCA’02), 2002, Xiamen, China.
45. Lai Xiaoping, “An OPRemez Approach to the Design of FIR Digital Filters”, Proceedings of 5th International Conference on Signal Processing, vol. I (pp. 122-125), August 2000, Beijing, China.