“廖晓昕”的意思、由来-中文百科全书

廖晓昕

我国著名控制与系统理论专家、动力系统稳定性理论领域最杰出的学者之一。廖晓昕教授1938年12月生于湖南新化。1963年毕业于武汉大学数学系，1993年-1994年在美国南加州大学从事高访研究。现为华中科技大学控制科学与工程系教授、博士生导师。他1988年获国家级有突出贡献专家称号，1989年获全国优秀教师奖，1998 年获宝钢优秀教师奖和华中理工大学优秀研究生指导教师奖，1993年起享受国务院政府特殊津贴。六次主持国家自然科学基金项目（其中一项为国际合作），两次获得国家教委博士点基金，两次获香港王宽成教育基金资助出国参加非线性分析世界大会，获湖北省自然科学基金和英国皇家学会资助各一次。先后赴美、英、法、日、瑞、意等国参加国际会议8次（多次作60分钟、45分钟、30分钟报告）；在美、英、法、德、日、加、荷、俄及国内权威刊物IEEE Trans. on Automatic Control、IEEE Trans. on Circuit and System、Physical Review E.、Journal of Physics A.、International Journal of Control、International Journal of Bifurcation and Chaos、《中国科学》、《自动化学报》、《电子学报》、《数学学报》等上发表论文160多篇，仅在《中国科学》上发表的论文就达19篇，其中SCI原文收录60余篇，引文索引收录100多篇，EI收录18篇，ISTP收录2篇（不完全统计）。获2002年湖北省自然科学一等奖一次（第一排序）并两次独得国家教委科技进步二等奖，一次与他人合获湖北省优秀教学成果二等奖，其主持的国家自然科学基金项目2003年被评为“特优”。他应荷兰Kluwer国际出版社和中国科学出版社的联合约稿，于1993年出版了英文专著《Absolute Stability of Nonlinear Control Systems》,该书系统地总结了作者对著名Lurie问题的研究，受到美、俄学者的好评。还出版了《稳定性的数学理论和应用》（获全国优秀图书奖）等中文专著。参与了《现代数学手册》巨型工具书的编写，任第一卷《经典数学》主编。该书五卷集体获全国优秀科技图书二等奖。指导了4名博士后，指导博士生17名，其中一名获湖北省优秀博士论文奖。目前主要研究方向为：动力系统稳定性理论，非线性与复杂系统的控制理论与应用，神经网络及智能控制。由于廖晓昕教授的杰出贡献，他作为正式候选人，参加了2003年中科院院士的增选。

主要著作：

发表文章

主要著作

1 Absolute Stability of Nonlinear Control Systems(Kluwer,1993), Xiaoxin Liao.

2 Stability of Dynamical Systems(Elsevier,2007). Xiaoxin Liao, Liqin Wang(Hongkong), Peiyu(Canada).

3 Absolute Stability of Nonlinear Control Systems(Springer,2008,2th edition), Xiaoxin Liao, Peiyu(Canada)

4 现代数学手册：第一卷经典数学卷（主编）（华中科技大学出版社，2000）（获全国优秀图书奖）

5 动力系统的稳定性理论和应用（国防工业出版社，2001）（获解放军第四届优秀图书奖）

6 稳定性的数学理论及应用（华中师范大学出版社，2006）（获第13届中国图书奖）Monograph, Translation and Composing

(The publications without author names are written by Liao only. The others are listed in the order of original authors.)

☆Monograph

(1) Xiaoxin Liao, Absolute Stability of Nonlinear Control Systems, Kluwer publishing company, Netherlands, and associated special arrangement group of Science Press, China, 1993(in English).

(2) Xiaoxin Liao, The Mathematical Theory and Application of Stability, (1 edition), Huazhong Normal University Press, Wuhan, 1988, (2 edition) Huazhong Normal University Press, Wuhan, 2001.

(3) Xiaoxin Liao, The Stability Theory and Application of Dynamic System, National Defence industry Press, Beijing, 2000.

(4) Xiaoxin Liao, Theoretical Method and Application of Stability, Huazhong University of Science and Technology Press,Wuhan, 1999.

(5) Xiaoxin Liao, Liqiu Wang and Pei Yu, Stability of Dynamical Systems, Elsevier Press, AUG-2007(in English). ISBN-13: 978-0-444-53110-0；ISBN-10: 0-444-53110-6

(6) Xiaoxin Liao and Pei Yu, Absolute Stability of Nonlinear Control Systems, Springer Press, (in English), 2008

☆Translation in English

The Stability of Dynamic System, (author: LaSalle) Translator: Xiaoxin Liao, Lipeng Li, Ying Zou. HuazhongUniversity of Science and Technology Press,1983.

☆Editor

(1) Modern Mathematics Handbook, Vol. 1, Classical Mathematics, Huazhong University of Science and Technology Press, Wuhan, 2000.

(2) The Stability of Large Scale System, (Vol. III of Modern Engineering Mathematics Handbook), Huazhong University of Science and Technology Press, Wuhan, 1988.

(3) Functional Differential Equation, (Vol. IV of Modern Engineering Mathematics Handbook), HuazhongUniversity of Science and Technology Press, Wuhan, 1988.(ZuXiu Zheng, Xiaoxin, Liao)

发表文章

International Journal Papers Published

114. LuoQ., ZhangRB and Liao XX, “Unconditional global exponential stability in Lagrange sense of genetic regulatory networks with SUM regulatory logic,”Cognitive Neurodynamics, Vol. 4, No. 3, pp. 251-261, 2010.

113. Li Y., Lin X., Chen G., and Liao XX, “A new hyperchaotic Lorenz-type system: Generation analysis and implementation,”International Journal of Circuit Theory and Applications, Vol. , No. , pp. , 2010

112. Luo Q., Liao XX and Zeng ZG, “Global exponential stability in Lagrange sense for neutral type recurrent neural networks,”Neurocomputing, Vol. , No. , pp. , 2010.

111.Luo Q., Liao XX and Zeng ZG, “Sufficient and necessary conditions for Lyapunov stability of Lorenz system and their application,”Science in China (F), Vol.40, No.6, pp. , 2010.

110. Xu F., Yu P. and Liao XX, “Global analysis on n-scroll-chaotic attractors of modified Chua's circuit,” Int. J. Bifurcation & Chaos, 19(1), 2009.

109. Yu P., Liao XX, Xie S. and Fu Y., “A constructive proof on the existence of globally exponentially attractive set and positive invariant set of general Lorenz family,”Communications in Nonlinear Science and Numerical Simulation, 14(7), 2886-2896, 2009.

108. Liao XX, Xu F., Wang P. and Yu P., “Chaos control and synchronization for a special generalized Lorenz canonical system -- the SM system,”Chaos, Solitons & Fractals, 39(5), 2491-2508, 2009.

107. Zeng Z., Yu P. and Liao XX, “A new comparison method for stability theory of differential systems with time-varying delays,”Int. J. Bifurcation & Chaos, 18(1), 169-186, 2008.

106. Yu P. and Liao XX, “On the study of globally exponentially attractive set of a general chaotic system,”Communications in Nonlinear Science and Numerical Simulation, 13(8), 1495-1507, 2008.

105. Liao XX, Fu Y., Xie S. and Yu P., “Globally exponentially attractive sets of the family of Lorenz systems,”Science in China F: Information Sciences, 51(3), 283-292, 2008.

104. Wang SM, Luo HG, Yue CY and Liao XX, “Parameter identication of Chas system based on unknown parameter observer,” Physics Letters A 372 (2008) 2603-2607

103. Liao XX, Chen Z., F. Xu and Yu P., “Robust absolute stability of Lurie interval control systems,”Int. J. Robust and Nonlinear Control, 17, 1669-1689, 2007

102. Liao XX, Luo Q, Zeng ZG and Guo YX, “Global exponential stability in Lagrange sense for recurrent neural networks with time delays,”Nonlinear Analysis Series B: Real World Applications, Vol. 9 , pp. 1535-1557 , 2008.

101. Liao XX, Luo Q, Zeng ZG, “Positive invariant and global exponential attractive sets of neural networks with time-varying delays,”Neurocomputing, Vol. 77, pp.513-518, 2008

100. Liao XX, H. Luo, Fu Y., Xie S. and Yu P., “Analysis on the global exponential set and positive invariant set of the Lorenz family,”Science in China E: Information Sciences, 37(6), 757-769, 2007

99. Jiang MH, Shen Y, Luo HG, Liao XX, “Nonlinear behavior of the parameterized Logistic differential systems,”Applied Mathematics and Computation 189 (2): 1694-1704 JUN 15 2007

98. Jiang MH, Shen Y, Liao XX, “Global stability of periodic solution for bidirectional associative memory neural networks with varying-time delay,”Applied Mathematics and Computation 182 (1): 509-520 NOV 1 2006

97. Jian JG, Shen YJ, Liao XX, “Equivalent conditions of partial stability for linear time-varying discrete systems,”Dynamics of Continuous Discrete and Impulsive Systems-Series B-Applications & Algorithms 13: 578-580 Part 2 Suppl. S DEC 2006

96. Yu P, Liao XX, “New estimations for globally attractive and positive invariant set of the family of the Lorenz systems,” Journal of Mathematical Analysis and Applications,16 (11): 3383-3390 NOV 2006

95. Shen YJ, Jian JG, Liao XX, “Extended-LMI-based to mixed H-2/H-infinity filtering for polytopic continuous-time system,”Dynamics of Continuous Discrete and Impulsive Systems-Series A-Mathematical Analysis 13: 238-244 Part 1 Suppl. S DEC 2006

94.Liao XX, Yu P, Xie SL, et al., “Study on the global property of the smooth Chua's system,”International Journal of Bifurcation and Chaos 16 (10): 2815-2841 OCT 2006

93. Shen Y, Jiang MH, Liao XX, “Asymptotic stabilities of stochastic functional differential equations,”Applied Mathematics and Mechanics-English Edition 27 (11): 1577-1584 NOV 2006

92. Liao WD, Wang DY, Xu YL, Liao XX, “Delay-dependent and delay-independent stability conditions of delayed cellular neural networks,”Lecture Notes in Computer Science 4232: 529-536 2006

91. Liao XX, Yu P, “Study of globally exponential synchronization for the family of Rossler system,” Journal of Mathematical Analysis and Applications,16 (8): 2395-2406 AUG 2006

90. Yu P, Liao XX, “Globally attractive and positive invariant set of the Lorenz system,” International Journal of Bifurcation and Chaos, 16(3): 757-764 2006

89. Liao XX, Fu YL, Xie SL and Zhang CJ, “Globally exponential stability of Hopfield networks,”Advances in System Science and Appl 5 (4): 533-545 2005

88. Liao XX, Yu P, “Sufficient and necessary conditions for absolute stability of time-delayed Lurie control systems,” Journal of Mathematical Analysis and Applications, 323 (2): 876-890, 2006 (SCI)

87. Liao XX, Zeng ZG, “Global exponential stability in Lagrange sense of continuous-time recurrent neural networks,”Lecture Notes in Computer Science 3971: 115-121 Part 1 2006

86. He HL, Liao XX, “Stability analysis of neutral neural networks with time delay,”Lecture Notes in Computer Science 3971: 147-152 Part 1 2006

85. Liao WD, Wang ZS, Liao XX, “Almost sure exponential stability on interval stochastic neural networks with time-varying delays,”Lecture Notes in Computer Science 3971: 159-164 Part 1 2006

84. Liao WD, Xu YL, Liao XX, “Exponential stability of delayed stochastic cellular neural networks,”Lecture Notes in Computer Science 3971: 224-229 Part 1 2006

83. Liao XX, Xu F, Yu P, “Absolute stability of Hopfield neural network,”Lecture Notes in Computer Science 3971: 249-254 Part 1 2006

82. Jiang MH, Shen Y, Liao XX, “An LMI-based approach to the global stability of bidirectional associative memory neural networks with variable delay,”Lecture Notes in Computer Science 3971: 273-278 Part 1 2006

81. Jian JG, Liao WD, Liao XX, “Partial stabilization of a class of discrete nonlinear control systems,” Dynamics of Continuous Discrete and Impulsive Systems-Series A-Mathematical Analysis, 13: 835-842, 2006 (SCI)

80. Shen Y, Jiang MH, Liao XX, “The LaSalle-type theorem for stochastic differential delay equations with Markovian switching,”Dynamics of Continuous Discrete and Impulsive Systems-Series A-Mathematical Analysis, 13: 1254-1262, 2006 (SCI)

79. Liao XX, Yu P, “Chaos control for the family of Rossler systems using feedback controllers ,”Chaos Solitons & Fractals, 29 (1): 91-107, 2006 (SCI)

78. Liao XX, Yu P, “Analysis on the globally exponent synchronization of Chua's circuit using absolute stability theory,” International Journal of Bifurcation and Chaos, 15 (12): 3867-3881, 2005 (SCI)

77. Xu BJ, Liu XZ, Liao XX, “Global exponential stability of high order Hopfield type neural networks,”Applied Mathematics and Computation, 174 (1): 98-116, 2006 (SCI)

76. Liu SP, Liao XX, “Permanence and persistence of time varying Lotka-Volterra systems,”ACTA Mathematica Scientia, 26 (1): 49-58, 2006 (SCI)

75. Jiang MH, Shen Y, Liao XX, “Boundedness and global exponential stability for generalized Cohen-Grossberg neural networks with variable delay,”Applied Mathematics and Computation, 172 (1): 379-393, 2006 (SCI)

74. Jiang MH, Shen Y, Jian JG, Liao XX, “Stability, bifurcation and a new chaos in the logistic differential equation with delay,”Physics Letters A, 350 (3-4): 221-227, 2006 (SCI)

73. Zong XJ, Shen Y, Liao XX, “Improvement of HITS for topic-specific web crawler,”Lecture Notes in Computer Science, 3644: 524-532, 2005 (SCI)

72. Luo HG, Jian JG, Liao XX, “Chaos synchronization for a 4-scroll chaotic system via nonlinear control,” Lecture Notes in Computer Science, 3644: 797-806, 2005 (SCI)

71. Liao XX, Chen GR, Xu BJ, et al., “On global exponential synchronization of Chua circuits,”International Journal of Bifurcation and Chaos, 15 (7): 2227-2234, 2005 (SCI)

70. Liao XX, Yu P, “Chaos control and synchronization for the family of Rossler systems,”Dynamics of Continuous Discrete and Impulsive Systems-Series B-Applications & Algorithms, 1: 433-438, 2005 (SCI)

69. Liao XX, Fu YL, Xie SL, “On the new results of global attractive set and positive invariant set of the Lorenz chaotic system and the applications to chaos control and synchronization,”Science in China Series F-Information Sciences, 48 (3): 304-321, 2005 (SCI)

68. Shen Y, Jiang MH, Liao XX, “A generalized LMI-based approach to the global exponential stability of recurrent neural networks with delay,”Lecture Notes in Computer Science, 3496: 114-119, 2005 (SCI)

67. Shen Y, Jiang MH, Liao XX, “Global exponential stability of Cohen-Grossberg neural networks with time-varying delays and continuously distributed delays,”Lecture Notes in Computer Science, 3496: 156-161, 2005 (SCI)

66. Xu BJ, Wang Q, Shen Y,Liao XX, “Global exponential stability of delayed impulsive Hopfield type neural networks,”Lecture Notes in Computer Science, 3496: 181-186, 2005 (SCI)

65. He HL, Wang ZS, Liao XX, “Stability analysis of uncertain neural networks with linear and nonlinear time delays,”Lecture Notes in Computer Science, 3496: 199-202, 2005 (SCI)

64. Fu CJ, He HL, Liao XX, “Globally stable periodic state of delayed Cohen-Grossberg neural networks,”Lecture Notes in Computer Science, 3496: 276-281, 2005 (SCI)

63. Zeng ZG, Wang J, Liao XX, “Global asymptotic stability and global exponential stability of neural networks with unbounded time-varying delays,”IEEE Transactions on Circuits and Systems Ii-Express Briefs, 52 (3): 168-173, 2005 (SCI)

62. Liu B, Liu XZ, Liao XX, “Robust global exponential stability of uncertain impulsive systems,”ACTA Mathematica Scientia, 25 (1): 161-169, 2005 (SCI)

61. Zeng ZG,Wang ZS, Liao XX, “The exponentialstability of neural network with pure delays ,” Dynamic Systems Applications, 13(3): 259-272, 2004

60. Jian JG, Liao XX, “Partial exponential stability of nonlinear time-varying large-scale systems,”Nonlinear Analysis-Theory Methods & Applications, 59 (5): 789-800, 2004 (SCI)

59. Zeng ZG, Wang J, Liao XX, “Stability analysis of delayed cellular neural networks described using cloning templates,”IEEE Transactions on Circuits and Systems I-Regular Papers, 51 (11): 2313-2324, 2004 (SCI)

58. Wang ZS, He HL, Liao XX, “Stability analysis of uncertain neural networks with delay,” Lecture Notes in Computer Science, 3173: 44-48, 2004 (SCI)

57. Liu XZ, Liao XX, “Comparison method and robust stability of large-scale dynamic systems,” Dynamics of Continuous Discrete and Impulsive Systems-Series A-Mathematical Analysis, 11 (2-3): 413-430, 2004 (SCI)

56. Xu BJ, Liu XZ, Liao XX, “Absolute stability of Lurie systems with impulsive effects,”Computers & Mathematics with Applications, 47 (2-3): 419-425, 2004 (SCI)

55. Liao XX, Mao XR, Wang J, et al.,“Algebraic conditions of stability for Hoprield neuralnetwork,”Science in China Series F-Information Sciences, 47 (1): 113-125, 2004 (SCI)

54. Liu B, Liu XZ, Liao XX, “Robust stability of uncertain impulsive dynamical systems,”Journal of Mathematical Analysis and Applications, 290 (2): 519-533, 2004 (SCI)

53. He HL, Wang ZS, Liao XX,“Limitation on the tracking problem due to jw-axis zeros in siso feedback control systems,”Dynamics of Continuous Discrete and Impulsive Systems-Series B-Applications & Algorithms, 103-108, 2003 (SCI)

52. Wang ZS, He HL, Liao XX,“Adaptive robust tracking control for a class of nonlinear systems,”Dynamics of Continuous Discrete and Impulsive Systems-Series B-Applications & Algorithms, 168-172, 2003 (SCI)

51. Liao WD, Wan XM, Liao XX, “Reduced-order method to stability analysis of cellular neural networks with time delays,”Dynamics of Continuous Discrete and Impulsive Systems-Series B-Applications & Algorithms, 267-271, 2003 (SCI)

50. Zeng ZG, Liao XX, “Stability of neural networks with time-varying delays,”Dynamics of Continuous Discrete and Impulsive Systems-Series B-Applications & Algorithms, 340-345, 2003 (SCI)

49. Zhang G, Liao XX, “Stabilization of DCNN with delay-type template and symmetrical parameters,”Dynamics of Continuous Discrete and Impulsive Systems-Series B-Applications & Algorithms, 346-352, 2003 (SCI)

48. Liao XX, Chen GR, “On feedback-controlled synchronization of chaotic systems,”International Journal of Systems Science, 34 (7): 453-461, 2003 (SCI)

47. Liao XX, Chen GR, Wang HO, “On global synchronization of chaotic systems,”Dynamics of Continuous Discrete and Impulsive Systems-Series B-Applications & Algorithms, 10 (6): 865-872, 2003 (SCI)

46. Zeng ZG, Wang J, Liao XX, “Global exponential stability of a general class of recurrent neural networks with time-varying delays,”IEEE Transactions on Circuits and Systems I-Fundamental Theory and Applications, 50 (10): 1353-1358, 2003 (SCI)

45. Liao XX, Wang J, “Global dissipativity of continuous-time recurrent neural networks with time delay,”Physical Review E, 68 (1): Art. No. 016118 Part 2, 2003 (SCI)

44. Liu B, Liu XZ, Liao XX, “Stability and robustness of quasi-linear impulsive hybrid systems,” Journal of Mathematical Analysis and Applications, 283 (2): 416-430, 2003 (SCI)

43. Xu BJ, Liu XZ, Liao XX, “Global asymptotic stability of high-order Hopfield type neural networks with time delays,”Computers & Mathematics with Applications, 45 (10-11): 1729-1737, 2003 (SCI)

42. Hu SG, Liao XX, Mao XR, “Stochastic Hopfield neural networks,” Journal of Physics A-Mathematical and General, 36 (9): 2235-2249, 2003 (SCI)

41. Liao XX, Chen GR, “Chaos synchronization of general Lur'e systems via time-delay feedback control,”International Journal of Bifurcation and Chaos, 13 (1): 207-213, 2003 (SCI)

40. Liao XX, Wang J, “Algebraic criteria for global exponential stability of cellular neural networks with multiple time delays,”IEEE Transactions on Circuits and Systems I-Fundamental Theory and Applications, 50 (2): 268-275, 2003 (SCI)

39. Fu YL, Liao XX, “BIBO stabilization of stochastic delay systems with uncertaInty,”IEEE Transactions on Automatic Control, 48 (1): 133-138, 2003 (SCI)

38. Zhao XQ, Liao XX, Zhang ZG, et al., “Exponential stability of the steady state of reaction diffusion Hopfield neural networks,”Dynamics of Continuous Discrete and Impulsive Systems-Series A-Mathematical Analysis, 9 (4): 499-510, 2002 (SCI)

37. Ma SW, Liao XX, Wu JH, “Traveling wave solutions for planar lattice differential systems with applications to neural networks,” Journal of Differential Equations, 182 (2): 269-297, 2002 (SCI)

36. Liao XX, “On asympotic behavior of solutions to several classes of discrete dynamical systems,”Science in China Series A-Mathematics Physics Astronomy, 45 (4): 432-442, 2002 (SCI)

35. Zhang CJ, Liao XX, “Stability of BDF methods for nonlinear Volterra integral equations with delay,” Computers & Mathematics with Applications, 43 (1-2): 95-102, 2002 (SCI)

34. Gao J, Liao XX, “Schur stability of some interval matrices,”Dynamics of Continuous Discrete and Impulsive Systems-Series A-Mathematical Analysis, 8 (2): 183-191, 2001 (SCI)

33. Blythe S, Mao XR, Liao XX, “Stability of stochastic delay neural networks,”Journal of The Franklin Institute-Engineering and Applied Mathematics, 338 (4): 481-495, 2001 (SCI)

32. Zhang CJ, Zhou SZ, Liao XX, “D-convergence and GDN-stability of Runge-Kutta methods for a class of delay systems,”Applied Numerical Mathematics, 37 (1-2): 161-170, 2001 (SCI)

31. Liao XX, Mao X, “Exponential stability of stochastic delay interval systems,”Systems & Control Letters, 40 (3): 171-181, 2000 (SCI)

30. Fu YL, Liao XX, Luo Q, “New criteria of stability and boundedness for discrete systems,”Nonlinear Analysis-Theory Methods & Applications, 41 (5-6): 779-785, 2000 (SCI)

29. Zhang CJ, Liao XX, “D-convergence and stability of a class of linear multistep methods for nonlinear DDES,”Journal of Computational Mathematics, 18 (2): 199-206, 2000 (SCI)

28. Shen Y, Liao XX, “Razumikhin-type theorems on exponential stability of neutral stochastic functional differential equations,”Chinese Science Bulletin, 44 (24): 2225-2228, 1999 (SCI)

27. Liao XX, Mao XR, “Exponential stability in mean square of neutral stochastic differential difference equations,”Dynamics of Continuous Discrete and Impulsive Systems, 6 (4): 569-586, 1999 (SCI)

26. Yang XS, Duan CK, Liao XX, “A note on mathematical aspects of drive-response type synchronization,”Chaos Solitons & Fractals 10 (9): 1457-1462 SEP 1999 (SCI)

25. Liao XX, Mao X, “Stability of large-scale neutral type stochastic differential equations,”Dynamics of Continuous Discrete and Impulsive Systems, 3 (1): 43-56, 1997 (SCI)

24. Liao XX, Liao Y, “Stability of Hopfield-type neural networks II,”Science in China Series A-Mathematics Physics Astronomy, 40 (8): 813-816, 1997 (SCI)

23. Liao XX, Mao X, “Almost sure exponential stability of neutral stochastic differential difference equations,”Journal of Mathematical Analysis and Applications, 212 (2): 554-570, 1997 (SCI)

22. Liao XX, Mao XR, “Stability of neutral stochastic differential equations,”Chinese Science Bulletin, 42 (13): 1143-1144, 1997 (SCI)

21. Liao XX, Li J, “Stability in Gilpin-Ayala competition models with diffusion,”Nonlinear Analysis-Theory Methods & Applications, 28 (10): 1751-1758, 1997 (SCI)

20. Liao XX, Wang XJ, Shu WH, et al., “Absolute stability of control system with multi-nonlinear feedback terms,”ACTA Mathematica Scientia, 16 (3): 302-307, 1996 (SCI)

19. Liao XX, Mao X, “Exponential stability and instability of stochastic neural networks,”Stochastic Analysis and Applications, 14 (2): 165-185, 1996 (SCI)

18. Liao XX, Li J, “Robust interval stability, persistence, and partial stability on Lotka-Volterra systems with time-delay,”Applied Mathematics and Computation, 75 (2-3): 103-115, 1996 (SCI)

17. Kong QK, Liao XX, “Dissipation, boundedness and persistence of general ecological-systems,”Nonlinear Analysis-Theory Methods & Applications, 25 (11): 1237-1250, 1995 (SCI)

16. Liao XX, “Mathematical-theory of cellular neural networks II,”Science in China Series A-Mathematics Physics Astronomy & Technological Sciences, 38 (5): 542-551, 1995 (SCI)

15. Liao XX, “Stability of Hopfield-type neural networks I,”Science in China Series A-Mathematics Physics Astronomy & Technological Sciences, 38 (4): 407-418, 1995 (SCI)

14. Liao XX, Wang XJ, “Stability for differential difference-equations,”Journal of Mathematical Analysis and Applications, 173 (1): 84-102, 1993 (SCI)

13. Liao XX, Fu YL, Guo YX, “Partial dissipative property for a class of nonlinear-systems with separated variables,” Journal of Mathematical Analysis and Applications, 173 (1): 103-115, 1993 (SCI)

12. Liao XX, “Stability, boundedness, dissipation of partial variables for nonlinear-systems with separating variables,”Science in China Series A-Mathematics Physics Astronomy, 35 (9): 1025-1039, 1992 (SCI)

11.Liao XX, “Robust absolute stability for interval yacubovich type control-system,”Chinese Science Bulletin, 36 (21): 1769-1773, 1991 (SCI)

10. Liao XX, “Absolute stability of general Lurie control-systems,”ACTA Mathematica Scientia, 11 (1): 1-12, 1991 (SCI)

9. Liao XX, Wu WH, “The necessary and sufficient conditions of partial stability for linear dynamic-systems,”Chinese Science Bulletin, 35 (11): 899-903, 1990 (SCI)

8. Liao XX, “Partial stability for linear systems,”Appl. Math & Fech. 53(6): 1034-1035, 1989. (In Russian)

7. Liao XX, “Necessary and sufficient conditions for absolute stability of Lurie indirect control-systems,”Science in China Series A-Mathematics Physics Astronomy, 32 (9): 1047-1061, 1989 (SCI)

6. Liao XX, “Nascs for the absolute stability of lure direct control-systems,”ACTA Mathematica Scientia, 9 (1): 75-82, 1989 (SCI)

5. Liao XX, Qian JL, “Some new results for stability of interval matrices,”Control Theory and Advanced Technology, 4 (2): 265-275, 1988 (SCI)

4. Liao XX, “Lumped iteration method for stability analysis of large-scale dynamic-systems of neuter type,”Scientia Sinica Series A-Mathematical Physical Astronomical & Technical Sciences, 29 (3): 225-240, 1986 (SCI)

3. Liao XX, “On control convergence theorems of step-by-step method for certain class of functional-equations,”Kexue Tongbao, 28 (12): 1707-1707, 1983 (SCI)

2. Liao XX, “On sufficient algebraic criteria for transcendental function only with null points having negative real part,”Kexue Tongbao, 28 (2): 151-154, 1983 (SCI)

1. Liao XX, “On degrees of stability and non-singularity and eigenvalues distribution of some classes of matrices,”Kexue Tongbao, 27 (10): 1027-1032, 1982 (SCI)

词条	廖晓昕
释义	廖晓昕主要著作发表文章(International Journal Papers Published) 廖晓昕我国著名控制与系统理论专家、动力系统稳定性理论领域最杰出的学者之一。廖晓昕教授1938年12月生于湖南新化。1963年毕业于武汉大学数学系，1993年-1994年在美国南加州大学从事高访研究。现为华中科技大学控制科学与工程系教授、博士生导师。他1988年获国家级有突出贡献专家称号，1989年获全国优秀教师奖，1998 年获宝钢优秀教师奖和华中理工大学优秀研究生指导教师奖，1993年起享受国务院政府特殊津贴。六次主持国家自然科学基金项目（其中一项为国际合作），两次获得国家教委博士点基金，两次获香港王宽成教育基金资助出国参加非线性分析世界大会，获湖北省自然科学基金和英国皇家学会资助各一次。先后赴美、英、法、日、瑞、意等国参加国际会议8次（多次作60分钟、45分钟、30分钟报告）；在美、英、法、德、日、加、荷、俄及国内权威刊物IEEE Trans. on Automatic Control、IEEE Trans. on Circuit and System、Physical Review E.、Journal of Physics A.、International Journal of Control、International Journal of Bifurcation and Chaos、《中国科学》、《自动化学报》、《电子学报》、《数学学报》等上发表论文160多篇，仅在《中国科学》上发表的论文就达19篇，其中SCI原文收录60余篇，引文索引收录100多篇，EI收录18篇，ISTP收录2篇（不完全统计）。获2002年湖北省自然科学一等奖一次（第一排序）并两次独得国家教委科技进步二等奖，一次与他人合获湖北省优秀教学成果二等奖，其主持的国家自然科学基金项目2003年被评为“特优”。他应荷兰Kluwer国际出版社和中国科学出版社的联合约稿，于1993年出版了英文专著《Absolute Stability of Nonlinear Control Systems》,该书系统地总结了作者对著名Lurie问题的研究，受到美、俄学者的好评。还出版了《稳定性的数学理论和应用》（获全国优秀图书奖）等中文专著。参与了《现代数学手册》巨型工具书的编写，任第一卷《经典数学》主编。该书五卷集体获全国优秀科技图书二等奖。指导了4名博士后，指导博士生17名，其中一名获湖北省优秀博士论文奖。目前主要研究方向为：动力系统稳定性理论，非线性与复杂系统的控制理论与应用，神经网络及智能控制。由于廖晓昕教授的杰出贡献，他作为正式候选人，参加了2003年中科院院士的增选。主要著作：发表文章主要著作 1 Absolute Stability of Nonlinear Control Systems(Kluwer,1993), Xiaoxin Liao. 2 Stability of Dynamical Systems(Elsevier,2007). Xiaoxin Liao, Liqin Wang(Hongkong), Peiyu(Canada). 3 Absolute Stability of Nonlinear Control Systems(Springer,2008,2th edition), Xiaoxin Liao, Peiyu(Canada) 4 现代数学手册：第一卷经典数学卷（主编）（华中科技大学出版社，2000）（获全国优秀图书奖） 5 动力系统的稳定性理论和应用（国防工业出版社，2001）（获解放军第四届优秀图书奖） 6 稳定性的数学理论及应用（华中师范大学出版社，2006）（获第13届中国图书奖）Monograph, Translation and Composing (The publications without author names are written by Liao only. The others are listed in the order of original authors.) ☆Monograph (1) Xiaoxin Liao, Absolute Stability of Nonlinear Control Systems, Kluwer publishing company, Netherlands, and associated special arrangement group of Science Press, China, 1993(in English). (2) Xiaoxin Liao, The Mathematical Theory and Application of Stability, (1 edition), Huazhong Normal University Press, Wuhan, 1988, (2 edition) Huazhong Normal University Press, Wuhan, 2001. (3) Xiaoxin Liao, The Stability Theory and Application of Dynamic System, National Defence industry Press, Beijing, 2000. (4) Xiaoxin Liao, Theoretical Method and Application of Stability, Huazhong University of Science and Technology Press,Wuhan, 1999. (5) Xiaoxin Liao, Liqiu Wang and Pei Yu, Stability of Dynamical Systems, Elsevier Press, AUG-2007(in English). ISBN-13: 978-0-444-53110-0；ISBN-10: 0-444-53110-6 (6) Xiaoxin Liao and Pei Yu, Absolute Stability of Nonlinear Control Systems, Springer Press, (in English), 2008 ☆Translation in English The Stability of Dynamic System, (author: LaSalle) Translator: Xiaoxin Liao, Lipeng Li, Ying Zou. HuazhongUniversity of Science and Technology Press,1983. ☆Editor (1) Modern Mathematics Handbook, Vol. 1, Classical Mathematics, Huazhong University of Science and Technology Press, Wuhan, 2000. (2) The Stability of Large Scale System, (Vol. III of Modern Engineering Mathematics Handbook), Huazhong University of Science and Technology Press, Wuhan, 1988. (3) Functional Differential Equation, (Vol. IV of Modern Engineering Mathematics Handbook), HuazhongUniversity of Science and Technology Press, Wuhan, 1988.(ZuXiu Zheng, Xiaoxin, Liao) 发表文章 International Journal Papers Published 114. LuoQ., ZhangRB and Liao XX, “Unconditional global exponential stability in Lagrange sense of genetic regulatory networks with SUM regulatory logic,”Cognitive Neurodynamics, Vol. 4, No. 3, pp. 251-261, 2010. 113. Li Y., Lin X., Chen G., and Liao XX, “A new hyperchaotic Lorenz-type system: Generation analysis and implementation,”International Journal of Circuit Theory and Applications, Vol. , No. , pp. , 2010 112. Luo Q., Liao XX and Zeng ZG, “Global exponential stability in Lagrange sense for neutral type recurrent neural networks,”Neurocomputing, Vol. , No. , pp. , 2010. 111.Luo Q., Liao XX and Zeng ZG, “Sufficient and necessary conditions for Lyapunov stability of Lorenz system and their application,”Science in China (F), Vol.40, No.6, pp. , 2010. 110. Xu F., Yu P. and Liao XX, “Global analysis on n-scroll-chaotic attractors of modified Chua's circuit,” Int. J. Bifurcation & Chaos, 19(1), 2009. 109. Yu P., Liao XX, Xie S. and Fu Y., “A constructive proof on the existence of globally exponentially attractive set and positive invariant set of general Lorenz family,”Communications in Nonlinear Science and Numerical Simulation, 14(7), 2886-2896, 2009. 108. Liao XX, Xu F., Wang P. and Yu P., “Chaos control and synchronization for a special generalized Lorenz canonical system -- the SM system,”Chaos, Solitons & Fractals, 39(5), 2491-2508, 2009. 107. Zeng Z., Yu P. and Liao XX, “A new comparison method for stability theory of differential systems with time-varying delays,”Int. J. Bifurcation & Chaos, 18(1), 169-186, 2008. 106. Yu P. and Liao XX, “On the study of globally exponentially attractive set of a general chaotic system,”Communications in Nonlinear Science and Numerical Simulation, 13(8), 1495-1507, 2008. 105. Liao XX, Fu Y., Xie S. and Yu P., “Globally exponentially attractive sets of the family of Lorenz systems,”Science in China F: Information Sciences, 51(3), 283-292, 2008. 104. Wang SM, Luo HG, Yue CY and Liao XX, “Parameter identication of Chas system based on unknown parameter observer,” Physics Letters A 372 (2008) 2603-2607 103. Liao XX, Chen Z., F. Xu and Yu P., “Robust absolute stability of Lurie interval control systems,”Int. J. Robust and Nonlinear Control, 17, 1669-1689, 2007 102. Liao XX, Luo Q, Zeng ZG and Guo YX, “Global exponential stability in Lagrange sense for recurrent neural networks with time delays,”Nonlinear Analysis Series B: Real World Applications, Vol. 9 , pp. 1535-1557 , 2008. 101. Liao XX, Luo Q, Zeng ZG, “Positive invariant and global exponential attractive sets of neural networks with time-varying delays,”Neurocomputing, Vol. 77, pp.513-518, 2008 100. Liao XX, H. Luo, Fu Y., Xie S. and Yu P., “Analysis on the global exponential set and positive invariant set of the Lorenz family,”Science in China E: Information Sciences, 37(6), 757-769, 2007 99. Jiang MH, Shen Y, Luo HG, Liao XX, “Nonlinear behavior of the parameterized Logistic differential systems,”Applied Mathematics and Computation 189 (2): 1694-1704 JUN 15 2007 98. Jiang MH, Shen Y, Liao XX, “Global stability of periodic solution for bidirectional associative memory neural networks with varying-time delay,”Applied Mathematics and Computation 182 (1): 509-520 NOV 1 2006 97. Jian JG, Shen YJ, Liao XX, “Equivalent conditions of partial stability for linear time-varying discrete systems,”Dynamics of Continuous Discrete and Impulsive Systems-Series B-Applications & Algorithms 13: 578-580 Part 2 Suppl. S DEC 2006 96. Yu P, Liao XX, “New estimations for globally attractive and positive invariant set of the family of the Lorenz systems,” Journal of Mathematical Analysis and Applications,16 (11): 3383-3390 NOV 2006 95. Shen YJ, Jian JG, Liao XX, “Extended-LMI-based to mixed H-2/H-infinity filtering for polytopic continuous-time system,”Dynamics of Continuous Discrete and Impulsive Systems-Series A-Mathematical Analysis 13: 238-244 Part 1 Suppl. S DEC 2006 94.Liao XX, Yu P, Xie SL, et al., “Study on the global property of the smooth Chua's system,”International Journal of Bifurcation and Chaos 16 (10): 2815-2841 OCT 2006 93. Shen Y, Jiang MH, Liao XX, “Asymptotic stabilities of stochastic functional differential equations,”Applied Mathematics and Mechanics-English Edition 27 (11): 1577-1584 NOV 2006 92. Liao WD, Wang DY, Xu YL, Liao XX, “Delay-dependent and delay-independent stability conditions of delayed cellular neural networks,”Lecture Notes in Computer Science 4232: 529-536 2006 91. Liao XX, Yu P, “Study of globally exponential synchronization for the family of Rossler system,” Journal of Mathematical Analysis and Applications,16 (8): 2395-2406 AUG 2006 90. Yu P, Liao XX, “Globally attractive and positive invariant set of the Lorenz system,” International Journal of Bifurcation and Chaos, 16(3): 757-764 2006 89. Liao XX, Fu YL, Xie SL and Zhang CJ, “Globally exponential stability of Hopfield networks,”Advances in System Science and Appl 5 (4): 533-545 2005 88. Liao XX, Yu P, “Sufficient and necessary conditions for absolute stability of time-delayed Lurie control systems,” Journal of Mathematical Analysis and Applications, 323 (2): 876-890, 2006 (SCI) 87. Liao XX, Zeng ZG, “Global exponential stability in Lagrange sense of continuous-time recurrent neural networks,”Lecture Notes in Computer Science 3971: 115-121 Part 1 2006 86. He HL, Liao XX, “Stability analysis of neutral neural networks with time delay,”Lecture Notes in Computer Science 3971: 147-152 Part 1 2006 85. Liao WD, Wang ZS, Liao XX, “Almost sure exponential stability on interval stochastic neural networks with time-varying delays,”Lecture Notes in Computer Science 3971: 159-164 Part 1 2006 84. Liao WD, Xu YL, Liao XX, “Exponential stability of delayed stochastic cellular neural networks,”Lecture Notes in Computer Science 3971: 224-229 Part 1 2006 83. Liao XX, Xu F, Yu P, “Absolute stability of Hopfield neural network,”Lecture Notes in Computer Science 3971: 249-254 Part 1 2006 82. Jiang MH, Shen Y, Liao XX, “An LMI-based approach to the global stability of bidirectional associative memory neural networks with variable delay,”Lecture Notes in Computer Science 3971: 273-278 Part 1 2006 81. Jian JG, Liao WD, Liao XX, “Partial stabilization of a class of discrete nonlinear control systems,” Dynamics of Continuous Discrete and Impulsive Systems-Series A-Mathematical Analysis, 13: 835-842, 2006 (SCI) 80. Shen Y, Jiang MH, Liao XX, “The LaSalle-type theorem for stochastic differential delay equations with Markovian switching,”Dynamics of Continuous Discrete and Impulsive Systems-Series A-Mathematical Analysis, 13: 1254-1262, 2006 (SCI) 79. Liao XX, Yu P, “Chaos control for the family of Rossler systems using feedback controllers ,”Chaos Solitons & Fractals, 29 (1): 91-107, 2006 (SCI) 78. Liao XX, Yu P, “Analysis on the globally exponent synchronization of Chua's circuit using absolute stability theory,” International Journal of Bifurcation and Chaos, 15 (12): 3867-3881, 2005 (SCI) 77. Xu BJ, Liu XZ, Liao XX, “Global exponential stability of high order Hopfield type neural networks,”Applied Mathematics and Computation, 174 (1): 98-116, 2006 (SCI) 76. Liu SP, Liao XX, “Permanence and persistence of time varying Lotka-Volterra systems,”ACTA Mathematica Scientia, 26 (1): 49-58, 2006 (SCI) 75. Jiang MH, Shen Y, Liao XX, “Boundedness and global exponential stability for generalized Cohen-Grossberg neural networks with variable delay,”Applied Mathematics and Computation, 172 (1): 379-393, 2006 (SCI) 74. Jiang MH, Shen Y, Jian JG, Liao XX, “Stability, bifurcation and a new chaos in the logistic differential equation with delay,”Physics Letters A, 350 (3-4): 221-227, 2006 (SCI) 73. Zong XJ, Shen Y, Liao XX, “Improvement of HITS for topic-specific web crawler,”Lecture Notes in Computer Science, 3644: 524-532, 2005 (SCI) 72. Luo HG, Jian JG, Liao XX, “Chaos synchronization for a 4-scroll chaotic system via nonlinear control,” Lecture Notes in Computer Science, 3644: 797-806, 2005 (SCI) 71. Liao XX, Chen GR, Xu BJ, et al., “On global exponential synchronization of Chua circuits,”International Journal of Bifurcation and Chaos, 15 (7): 2227-2234, 2005 (SCI) 70. Liao XX, Yu P, “Chaos control and synchronization for the family of Rossler systems,”Dynamics of Continuous Discrete and Impulsive Systems-Series B-Applications & Algorithms, 1: 433-438, 2005 (SCI) 69. Liao XX, Fu YL, Xie SL, “On the new results of global attractive set and positive invariant set of the Lorenz chaotic system and the applications to chaos control and synchronization,”Science in China Series F-Information Sciences, 48 (3): 304-321, 2005 (SCI) 68. Shen Y, Jiang MH, Liao XX, “A generalized LMI-based approach to the global exponential stability of recurrent neural networks with delay,”Lecture Notes in Computer Science, 3496: 114-119, 2005 (SCI) 67. Shen Y, Jiang MH, Liao XX, “Global exponential stability of Cohen-Grossberg neural networks with time-varying delays and continuously distributed delays,”Lecture Notes in Computer Science, 3496: 156-161, 2005 (SCI) 66. Xu BJ, Wang Q, Shen Y,Liao XX, “Global exponential stability of delayed impulsive Hopfield type neural networks,”Lecture Notes in Computer Science, 3496: 181-186, 2005 (SCI) 65. He HL, Wang ZS, Liao XX, “Stability analysis of uncertain neural networks with linear and nonlinear time delays,”Lecture Notes in Computer Science, 3496: 199-202, 2005 (SCI) 64. Fu CJ, He HL, Liao XX, “Globally stable periodic state of delayed Cohen-Grossberg neural networks,”Lecture Notes in Computer Science, 3496: 276-281, 2005 (SCI) 63. Zeng ZG, Wang J, Liao XX, “Global asymptotic stability and global exponential stability of neural networks with unbounded time-varying delays,”IEEE Transactions on Circuits and Systems Ii-Express Briefs, 52 (3): 168-173, 2005 (SCI) 62. Liu B, Liu XZ, Liao XX, “Robust global exponential stability of uncertain impulsive systems,”ACTA Mathematica Scientia, 25 (1): 161-169, 2005 (SCI) 61. Zeng ZG,Wang ZS, Liao XX, “The exponentialstability of neural network with pure delays ,” Dynamic Systems Applications, 13(3): 259-272, 2004 60. Jian JG, Liao XX, “Partial exponential stability of nonlinear time-varying large-scale systems,”Nonlinear Analysis-Theory Methods & Applications, 59 (5): 789-800, 2004 (SCI) 59. Zeng ZG, Wang J, Liao XX, “Stability analysis of delayed cellular neural networks described using cloning templates,”IEEE Transactions on Circuits and Systems I-Regular Papers, 51 (11): 2313-2324, 2004 (SCI) 58. Wang ZS, He HL, Liao XX, “Stability analysis of uncertain neural networks with delay,” Lecture Notes in Computer Science, 3173: 44-48, 2004 (SCI) 57. Liu XZ, Liao XX, “Comparison method and robust stability of large-scale dynamic systems,” Dynamics of Continuous Discrete and Impulsive Systems-Series A-Mathematical Analysis, 11 (2-3): 413-430, 2004 (SCI) 56. Xu BJ, Liu XZ, Liao XX, “Absolute stability of Lurie systems with impulsive effects,”Computers & Mathematics with Applications, 47 (2-3): 419-425, 2004 (SCI) 55. Liao XX, Mao XR, Wang J, et al.,“Algebraic conditions of stability for Hoprield neuralnetwork,”Science in China Series F-Information Sciences, 47 (1): 113-125, 2004 (SCI) 54. Liu B, Liu XZ, Liao XX, “Robust stability of uncertain impulsive dynamical systems,”Journal of Mathematical Analysis and Applications, 290 (2): 519-533, 2004 (SCI) 53. He HL, Wang ZS, Liao XX,“Limitation on the tracking problem due to jw-axis zeros in siso feedback control systems,”Dynamics of Continuous Discrete and Impulsive Systems-Series B-Applications & Algorithms, 103-108, 2003 (SCI) 52. Wang ZS, He HL, Liao XX,“Adaptive robust tracking control for a class of nonlinear systems,”Dynamics of Continuous Discrete and Impulsive Systems-Series B-Applications & Algorithms, 168-172, 2003 (SCI) 51. Liao WD, Wan XM, Liao XX, “Reduced-order method to stability analysis of cellular neural networks with time delays,”Dynamics of Continuous Discrete and Impulsive Systems-Series B-Applications & Algorithms, 267-271, 2003 (SCI) 50. Zeng ZG, Liao XX, “Stability of neural networks with time-varying delays,”Dynamics of Continuous Discrete and Impulsive Systems-Series B-Applications & Algorithms, 340-345, 2003 (SCI) 49. Zhang G, Liao XX, “Stabilization of DCNN with delay-type template and symmetrical parameters,”Dynamics of Continuous Discrete and Impulsive Systems-Series B-Applications & Algorithms, 346-352, 2003 (SCI) 48. Liao XX, Chen GR, “On feedback-controlled synchronization of chaotic systems,”International Journal of Systems Science, 34 (7): 453-461, 2003 (SCI) 47. Liao XX, Chen GR, Wang HO, “On global synchronization of chaotic systems,”Dynamics of Continuous Discrete and Impulsive Systems-Series B-Applications & Algorithms, 10 (6): 865-872, 2003 (SCI) 46. Zeng ZG, Wang J, Liao XX, “Global exponential stability of a general class of recurrent neural networks with time-varying delays,”IEEE Transactions on Circuits and Systems I-Fundamental Theory and Applications, 50 (10): 1353-1358, 2003 (SCI) 45. Liao XX, Wang J, “Global dissipativity of continuous-time recurrent neural networks with time delay,”Physical Review E, 68 (1): Art. No. 016118 Part 2, 2003 (SCI) 44. Liu B, Liu XZ, Liao XX, “Stability and robustness of quasi-linear impulsive hybrid systems,” Journal of Mathematical Analysis and Applications, 283 (2): 416-430, 2003 (SCI) 43. Xu BJ, Liu XZ, Liao XX, “Global asymptotic stability of high-order Hopfield type neural networks with time delays,”Computers & Mathematics with Applications, 45 (10-11): 1729-1737, 2003 (SCI) 42. Hu SG, Liao XX, Mao XR, “Stochastic Hopfield neural networks,” Journal of Physics A-Mathematical and General, 36 (9): 2235-2249, 2003 (SCI) 41. Liao XX, Chen GR, “Chaos synchronization of general Lur'e systems via time-delay feedback control,”International Journal of Bifurcation and Chaos, 13 (1): 207-213, 2003 (SCI) 40. Liao XX, Wang J, “Algebraic criteria for global exponential stability of cellular neural networks with multiple time delays,”IEEE Transactions on Circuits and Systems I-Fundamental Theory and Applications, 50 (2): 268-275, 2003 (SCI) 39. Fu YL, Liao XX, “BIBO stabilization of stochastic delay systems with uncertaInty,”IEEE Transactions on Automatic Control, 48 (1): 133-138, 2003 (SCI) 38. Zhao XQ, Liao XX, Zhang ZG, et al., “Exponential stability of the steady state of reaction diffusion Hopfield neural networks,”Dynamics of Continuous Discrete and Impulsive Systems-Series A-Mathematical Analysis, 9 (4): 499-510, 2002 (SCI) 37. Ma SW, Liao XX, Wu JH, “Traveling wave solutions for planar lattice differential systems with applications to neural networks,” Journal of Differential Equations, 182 (2): 269-297, 2002 (SCI) 36. Liao XX, “On asympotic behavior of solutions to several classes of discrete dynamical systems,”Science in China Series A-Mathematics Physics Astronomy, 45 (4): 432-442, 2002 (SCI) 35. Zhang CJ, Liao XX, “Stability of BDF methods for nonlinear Volterra integral equations with delay,” Computers & Mathematics with Applications, 43 (1-2): 95-102, 2002 (SCI) 34. Gao J, Liao XX, “Schur stability of some interval matrices,”Dynamics of Continuous Discrete and Impulsive Systems-Series A-Mathematical Analysis, 8 (2): 183-191, 2001 (SCI) 33. Blythe S, Mao XR, Liao XX, “Stability of stochastic delay neural networks,”Journal of The Franklin Institute-Engineering and Applied Mathematics, 338 (4): 481-495, 2001 (SCI) 32. Zhang CJ, Zhou SZ, Liao XX, “D-convergence and GDN-stability of Runge-Kutta methods for a class of delay systems,”Applied Numerical Mathematics, 37 (1-2): 161-170, 2001 (SCI) 31. Liao XX, Mao X, “Exponential stability of stochastic delay interval systems,”Systems & Control Letters, 40 (3): 171-181, 2000 (SCI) 30. Fu YL, Liao XX, Luo Q, “New criteria of stability and boundedness for discrete systems,”Nonlinear Analysis-Theory Methods & Applications, 41 (5-6): 779-785, 2000 (SCI) 29. Zhang CJ, Liao XX, “D-convergence and stability of a class of linear multistep methods for nonlinear DDES,”Journal of Computational Mathematics, 18 (2): 199-206, 2000 (SCI) 28. Shen Y, Liao XX, “Razumikhin-type theorems on exponential stability of neutral stochastic functional differential equations,”Chinese Science Bulletin, 44 (24): 2225-2228, 1999 (SCI) 27. Liao XX, Mao XR, “Exponential stability in mean square of neutral stochastic differential difference equations,”Dynamics of Continuous Discrete and Impulsive Systems, 6 (4): 569-586, 1999 (SCI) 26. Yang XS, Duan CK, Liao XX, “A note on mathematical aspects of drive-response type synchronization,”Chaos Solitons & Fractals 10 (9): 1457-1462 SEP 1999 (SCI) 25. Liao XX, Mao X, “Stability of large-scale neutral type stochastic differential equations,”Dynamics of Continuous Discrete and Impulsive Systems, 3 (1): 43-56, 1997 (SCI) 24. Liao XX, Liao Y, “Stability of Hopfield-type neural networks II,”Science in China Series A-Mathematics Physics Astronomy, 40 (8): 813-816, 1997 (SCI) 23. Liao XX, Mao X, “Almost sure exponential stability of neutral stochastic differential difference equations,”Journal of Mathematical Analysis and Applications, 212 (2): 554-570, 1997 (SCI) 22. Liao XX, Mao XR, “Stability of neutral stochastic differential equations,”Chinese Science Bulletin, 42 (13): 1143-1144, 1997 (SCI) 21. Liao XX, Li J, “Stability in Gilpin-Ayala competition models with diffusion,”Nonlinear Analysis-Theory Methods & Applications, 28 (10): 1751-1758, 1997 (SCI) 20. Liao XX, Wang XJ, Shu WH, et al., “Absolute stability of control system with multi-nonlinear feedback terms,”ACTA Mathematica Scientia, 16 (3): 302-307, 1996 (SCI) 19. Liao XX, Mao X, “Exponential stability and instability of stochastic neural networks,”Stochastic Analysis and Applications, 14 (2): 165-185, 1996 (SCI) 18. Liao XX, Li J, “Robust interval stability, persistence, and partial stability on Lotka-Volterra systems with time-delay,”Applied Mathematics and Computation, 75 (2-3): 103-115, 1996 (SCI) 17. Kong QK, Liao XX, “Dissipation, boundedness and persistence of general ecological-systems,”Nonlinear Analysis-Theory Methods & Applications, 25 (11): 1237-1250, 1995 (SCI) 16. Liao XX, “Mathematical-theory of cellular neural networks II,”Science in China Series A-Mathematics Physics Astronomy & Technological Sciences, 38 (5): 542-551, 1995 (SCI) 15. Liao XX, “Stability of Hopfield-type neural networks I,”Science in China Series A-Mathematics Physics Astronomy & Technological Sciences, 38 (4): 407-418, 1995 (SCI) 14. Liao XX, Wang XJ, “Stability for differential difference-equations,”Journal of Mathematical Analysis and Applications, 173 (1): 84-102, 1993 (SCI) 13. Liao XX, Fu YL, Guo YX, “Partial dissipative property for a class of nonlinear-systems with separated variables,” Journal of Mathematical Analysis and Applications, 173 (1): 103-115, 1993 (SCI) 12. Liao XX, “Stability, boundedness, dissipation of partial variables for nonlinear-systems with separating variables,”Science in China Series A-Mathematics Physics Astronomy, 35 (9): 1025-1039, 1992 (SCI) 11.Liao XX, “Robust absolute stability for interval yacubovich type control-system,”Chinese Science Bulletin, 36 (21): 1769-1773, 1991 (SCI) 10. Liao XX, “Absolute stability of general Lurie control-systems,”ACTA Mathematica Scientia, 11 (1): 1-12, 1991 (SCI) 9. Liao XX, Wu WH, “The necessary and sufficient conditions of partial stability for linear dynamic-systems,”Chinese Science Bulletin, 35 (11): 899-903, 1990 (SCI) 8. Liao XX, “Partial stability for linear systems,”Appl. Math & Fech. 53(6): 1034-1035, 1989. (In Russian) 7. Liao XX, “Necessary and sufficient conditions for absolute stability of Lurie indirect control-systems,”Science in China Series A-Mathematics Physics Astronomy, 32 (9): 1047-1061, 1989 (SCI) 6. Liao XX, “Nascs for the absolute stability of lure direct control-systems,”ACTA Mathematica Scientia, 9 (1): 75-82, 1989 (SCI) 5. Liao XX, Qian JL, “Some new results for stability of interval matrices,”Control Theory and Advanced Technology, 4 (2): 265-275, 1988 (SCI) 4. Liao XX, “Lumped iteration method for stability analysis of large-scale dynamic-systems of neuter type,”Scientia Sinica Series A-Mathematical Physical Astronomical & Technical Sciences, 29 (3): 225-240, 1986 (SCI) 3. Liao XX, “On control convergence theorems of step-by-step method for certain class of functional-equations,”Kexue Tongbao, 28 (12): 1707-1707, 1983 (SCI) 2. Liao XX, “On sufficient algebraic criteria for transcendental function only with null points having negative real part,”Kexue Tongbao, 28 (2): 151-154, 1983 (SCI) 1. Liao XX, “On degrees of stability and non-singularity and eigenvalues distribution of some classes of matrices,”Kexue Tongbao, 27 (10): 1027-1032, 1982 (SCI)
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