1.Zhang C.Y., Zhang S.G., Liu Q.H.*,HomotopyMethod for a Class ofMultiobjective Optimization Problems withEquilibrium Constraints,Journal of Industrial and Management optimization, 2016, 12(4):81-92. (SCI)
2.Zhao J.Q., Tao J.,Liu Q.H.*, Using A Vision Cognitive Algorithm to Schedule Virtual Machines,Int.J.App.Math.Comput. Sci.,2014,24(3),535-550.(SCI)
3.Sun W.J., Liu Q.H.*, Wang C.L., A homotopy method for getting a local minimum of constrained nonconvex programming, Nonlinear Analysis TMA, 2009, 71(10): 4725-4731.(SCI)
4.Zhao X., Zhang S.G., Liu Q.H.*,Homotopy Interior-point Method for a General Multiobjective Programming Problem, J. Appl. Math., 2012, DOI: 10.1155/2012/497345.(SCI)
5.Zhao X., Zhang S.G., Yang Y.T., Liu, Q.H. *, Homotopy Method for a General Multiobjective Programming Problem under Generalized Quasinormal Cone Condition , ABSTRACT AND APPLIED ANALYSIS , 2012, DOI: 10.1155/2012/591612.(SCI)
6.Zhao X., Zhang S., Liu Q.H.*, A combined homotopy interior point method for the linear complementarity problems. J. Inform. Comput. Sci., 2010, 7(7): 1589-1594.(EI)
7.Wang X.Y., Jiang X ., Liu Q.H.*,The Constraint Shifting Combined Homotopy Method for Bounded General Programming Problems, J. Inform. Comput. Sci., 2010, 7(8): 1753-1762.(EI)
8.Li J.M.,Liu Q.H.*, Wang X.M., A Homotopy Method for MPEC Programming, Dynamics of Continuous, Discrete and Impulsive Systems, Series B: Theory and Applications, 2007. (SCI)
9.Liu Q.H.*, Feng, G.C. and Yu, B., An interior point path-following method for nonconvex programming with quasi normal cone condition, Advances in Mathematics(China), 29(2000) ,381-383
10.Yu,B.,Liu Q.H.*and Feng,G.C., A combined homotopy interior point method for nonconvex programming with pseudo cone condition, Northeast Math. J., 16(2000), 383-286
11.刘庆怀, 于波、冯果忱, 基于拟法锥条件的非凸非线性规划问题的同伦内点法, 应用数学学报,Vol.26, No.2(2003),372-377
12.刘庆怀、 林正华,求解多目标规划最小弱有效解的同伦内点方法,应用数学学报,Vol.23, No.2 (2000),170-175
13.刘庆怀、董加礼,多目标优化中的简化定理及其应用,应用数学学报, Vol.24,No.4(2001),627-630.
14.刘庆怀,任露泉,董小刚,波纹形典型土壤动物非光滑体表的演化建模及其计算机实现,工程数学学报,Vol.23, No.5(2006),767-774
15.刘庆怀,任露泉,陶敏,凸包形仿生推土板表面的数学建模与优化设计,工程数学学报, Vol.23,No.1(2006),29-36
16.刘庆怀,任露泉,基于遗传算法的波纹形仿生推土板表面的数学建模与优化设计,农业工程学报,Vol.21,No.2,2005
17.刘庆怀,张春阳,张树功,弱拟法锥条件下非凸优化问题的同伦算法,应用数学学报,2011, 34(6): 996-1006
18.贺莉,刘庆怀,多目标优化理论与连续化方法(专著),科学出版社,2015