大连理工大学发表的早期论文

近年来，大连理工大学会计学科的研究成果获得了良好的发展。其研究主要集中在企业会计、政府会计、金融会计、环境会计等方面，以及经济分析、财务管理、审计、税收等方面的研究。近年来，学科积极参与社会实践，把会计知识和技能推广到企业、政府、社会组织等实际的管理实践中去，取得了良好的成果。同时，学科也经常发表高水平学术论文，获得多项科研成果，受到了社会的广泛好评。

1.H.W. Tang and L.W.Zhang,A maximum entropy algorithm for convexprogramming,Chinese Science Bulletin，40:5（1995），361-364.2.H.W. Tang and L.W.Zhang,A maximum entropy method for linearprogramming,Chinese J. Num. Math. Appli.，17:3（1995），54-65.（唐焕文，张立卫，线性规划的极大熵方法，计算数学，2 （1995），160-172.)3.唐焕文，王云诚，张立卫，求解一般约束极大极小问题的一个有效的近似算法，经济数学，12:1,6-16.4.王云诚，张立卫，唐焕文，求解一般约束凸规划的极大熵方法，大连理工大学学报，35:6（1995），764-769.5.H.W. Tang and L.W.Zhang，Maximum entropy methods for constrainedoptimization and minimax problems,Systems Sci. Math. Sci.,9:1（1996），1-4.6.王云诚，唐焕文，张立卫，求解一半无限极大极小问题的一个极大熵方法，经济数学，13:2（1996），37-43.7.唐焕文，王雪华，张立卫，求解极大极小问题的极大熵方法的收敛性，运筹学杂志，14:1（1996），57-59.8.L.W. Zhang，On the ABS algorithm with singular matrix and itsapplications to linear programming,Optimization Methods andSoftware,8（1997），143-165.9.Z.H. Xia and L.W. Zhang,A simplified trust region methodwith projection and convergence,P.U.M.A.,8:2-3-4（1997），385-394.10. L.W. Zhang and H.W. Tang，A maximum entropy algorithm withparameters for solving minimax problem,Archives of ControlSciences,XLⅡ：6（1997），47-59.11. E. Spedicato,Z.Q. Xia and L.W. Zhang,The implicit LX method ofthe ABS class,Optimization Methods and Software,8（1997），99-110.12. X.Z. Chen and L.W.Zhang,ABS factorization algorithms in thesimplex method,J. Applied Basic and Engineering Sciences,5:4（1997），354-362.13. E. Spedicato,Z.Q. Xia,L.W. Zhang and K. Mirnia,ABS algorithmsfor linear equations and applications to optimization,in G.WinterAlthaus & E. Spedicato (eds.),Algorithms for Large Scale LinearAlgebraic Systems，Series C: Mathematical and PhysicalSciences -508,1998， Kluwer Academic Publishers,291-319.14. L.W. Zhang and H.W. Tang,A further study on a penalty function ofBertsekas,in: Yuan Ya-Xiang ed.,Advances in Nonlinear Programming,Kluwer Academic Publishers,1998,345-351.15. 张立卫，唐焕文，A theorem on the differential of the K-Sfunction，经济数学，15:1/2（1998），41-44.16. 张立卫，Condition on parameter $\beta_k$ in a convergent conjugategradient method，运筹学学报，3:2 （1999），71-81.17. L.W.Zhang,A modified version to the differential system ofEvtushenko and Zhadan for solving nonlinear programming,in:Yuan Ya-Xiang ed.,Numerical Linear Algebra and Optimization,Science Press,Beijing,New York,1999,161-- 168 .18. 郭崇惠，唐焕文，张立卫，Global convergence for a class of conjugategradient methods，运筹学学报，3:2（1999），46-48.19. S.X. He and L.W.Zhang,Convergence of a dual algorithm for minimaxproblems,Archives of Control Sciences,10(XLⅥ）（2000),47--60.20. 张立卫，李勤，张鑫，Two differential systems for solving nonlinearprogramming problems，运筹学学报，4:4（2000),33-46.21. L.W.Zhang and S.X. He,The convergence of a dual algorithm fornonlinear programming,Korean J. Comput. & Appl.Math. 7:3（2000),487--506.22. E. Spedicato,Z.Q.Xia and L.W. Zhang,ABS algorithms for linearequations and optimization,J. Computational and AppliedMathematics，124（2000),155-170.23. 王明征，张立卫，夏尊铨，Dennis-Wolkowicz最小改变割算法的超线性收敛性，大连理工大学学报，11（2000),645—648.24. 夏尊铨，张士霞，张立卫，复ABS方法. 大连理工大学学报，11（2000),645--648.25. L.W. Zhang and Z.Q. Xia，Newton-type methods forquasidifferentiable equations,Journal of Optimization Theory andApplications,108:2 （2001），439--456.26. L.W.Zhang and Z.Q. Xia,Approximations to convex-valuedmultifunctions. in: Demayano V. and Rubinov A. eds.,Quasidifferentiability and Related Topics,Kluwer AcademicPublishers,2000.27. Y. Gao,Z.Q. Xia and L.W.Zhang,Kernelled quasidifferential for aquasidifferentiable function in two-dimensional space,Journal ofConvex Analysis,8:2（2001），401-408.28. 贺素香，张立卫，A class of constructive dual algorithms forsolving nonlinear programming problems，运筹学学报，5:3（2001），41-50.29. 贺素香，张立卫，求解约束优化问题的对偶算法，计算数学，23:3（2001），307-320.30. L.W. Zhang，Computing inertias of KKT matrix and reduced Hessianvia the ABS algorithm,Ricerca Operativa,Vol. 31,n.98-99-100（2001），67--86.31. L.W. Zhang,Y.J. Liu and Z.Q. Xia,Application of the ABS methodto systems of linear matrix integer equations,Ricerca Operativa,Vol. 31,n.98-99-100 （2001），52--66.32. Z.Q. Xia and L.W. Zhang,ABS algorithms for solving linearlyconstrained optimization problems via the active set strategy,Ricerca Operativa,Vol. 31,n.98-99-100（2001），21--49.33. 张立卫，张鑫，求解拟可微方程组的非精确牛顿法，经济数学，18:1（2001），74-81.34. L.W.Zhang,Z. Q. Xia,Y. Gao and M.Z. Wang，Star-kernels andstar-differentials in quasidifferentiable analysis,Journal ofConvex Analysis,9:1（2002），139--158.35. J. Sun and L.W.Zhang,On thelog-exponential trajectory of linearprogramming. Journal of Global Optimization,25:1 （2003），75--90.36. 张宏伟，张立卫夏尊铨，Calculus ofgeneralized quasi-differentiablefunctions I: some results on the space of pairs of convex-setcollections，东北数学，19:1（2003），75-85.37. Z.Q. Xia,M.Z. Wang and L.W.Zhang,Directional derivative of aclass of set-valued mappings and its applications，Journal ofConvex Analysis,10:1（2003），211-227.38. L.P.Pang,Z.Q.Xia and L.W.Zhang,On a second order parallelvariable transformation approach,Journal of Applied Mathematicsand Computing,11:1-2,201-214.39. L.P.Pang,Z.Q.Xia and L.W.Zhang,A PVT-type algorithm forminimizing a nonsmooth convex function，Serdica Math. J. 29（2003），11-32.40. L.W.Zhang and Y.J. Liu,Convergence analysis of a nonlinearLagrange algorithm for nonlinear programming withinequality constraints,Journal of Applied Mathematics & Computing,13:1-2（2003）：1-10.41. L.W. Zhang and W.-J. Hsu，A scheduling model for AGVs at thecontainer terminal,2002 Japan-USA Symposium of FlexibleAutomation,Hiroshima,Japan,July 14-19,2002.42. L.W,Zhang,R. Ye,W.-J. Hsu and S.-Y. Huang,Two equivalentinteger programming models for dispatching vehicles at a containerterminal,Proceedings International Conference on PORT andMaritime R&D and Technology,10-12 September,Singapore,2003,Vol.1,35-42.43. 王明征，夏尊铨，张立卫，参数凸二次规划的线性稳定性，7:1运筹学学报（2003），11-18.44. 贺素香，张立卫，李兴斯，不等式约束优化问题的一个势函数，33:3数学进展（2004），343-350.45. 宋秋生，张立卫，无约束拟可微优化问题信赖域方法的全局收敛性，应用数学学报，27:1（2004），186-189.46. G.H. Lin,L. W. Zhang and L.P. Pang,Two projection-typealgorithms for solving pseudo-monotone variational inequalityproblems,OR Transactions,9:1 （2005），58-64.47. H.X. Yu and L.W. Zhang,The augmented Lagrangian method for thepacking of unequal circles within a strip,International Journalof Pure and Applied Mathematics,18:4（2005），463-470.48. L. W. Zhang,R. Ye,S.Y. Huang and W. J. Hsu,Mixed IntegerProgramming Models for Dispatchingvehicles ataContainerTerminal,Journal of Applied Mathematics & Computing,17:1-2（2005），145-170.49. J. Sun,L.W. Zhang and Y. Wu,Properties of the augmentedLagrangian in nonlinear semidefinite optimization,accepted byJOTA.50. L.M. Zhou and L.W. Zhang,A differential equation approach tofinding a Kuhn-Tucker point of a nonlinear programming problem,大连理工大学学报，2005,Vol.45,No.6,920-924.51. Z.Q. Xia,C.L. Song and L.W. Zhang,On Fritz John and KKTnecessary conditions of constrained quasidifferentiableoptimization,International Journal of Pure and AppliedMathematics,Vol. 23 No. 3,2005,299-310.52. L.M. Zhou,L.W. Zhang and S.X. He,A differential equation approachto solving nonlinear complementarity problems,OR Transactions,Vol. 9 No.3,2005,8-16.5353. 张宏伟，张立卫，夏尊铨，宋春玲 不等式约束的广义拟可微优化问题最优性条件，大连理工大学学报，46卷2期，2006,299-301.54.贺素香，张立卫，非线性约束优化问题的一个修正Lagrangian算法，数学物理学报，26卷1期，2006,49-62.55. H.X. Yu and L.W. Zhang,An optimization model for the two-dimensional packing problem and its augmented Lagrangian method，International Journal of Pure and Applied Mathematics,Vol. 27No.1,2006,1-10.56.刘勇进，张立卫，二阶锥互补问题的一类效益函数与全局误差界，大连理工大学学报，vol.46,No.3 （2006），449-453.57. Y.J. Liu,L.W.Zhang and Y.H. Wang,Some properties of a class ofmerit functions for symmetric cone complementarity problems,Asia-Pacific Journal of Operational Research,Vol.23,No.4（2006），58. Y.J. Liu,L.W. Zhang and Y.H. Wang,Analysis of a smoothing methodfor symmetric conic linear programming,Journal of Appliedmathematics & Computing,22:1-2（2006），133-148.59. Y.J. Liu,L.W.Zhang,Convergence Analysis of the AugmentedLagrangian Method for Nonlinear Second-Order Cone OptimizationProblems,to appear in Nonlinear Analysis.60.L. Jin and L. W. Zhang， Two differential equation systemsforinequality constrained optimization,to appear in AppliedMathematics and Computation.61. 金丽，张立卫，肖现涛，一个求解约束非线性优化问题的微分方程方法，计算数学接收.62.金丽，张立卫，肖现涛，求解约束优化问题的两个微分方程算法，运筹学学报接收.63. L. Jin,Liwei Zhang,Adifferential system for nonlinearprogramming problems,The 6th World Congress on IntelligentControl and Automation,Dalian,China,June 2006,12⑵：1030-1033.64. L. Jin,L. W. Zhang and X. T. Xiao. Stabledifferential equationmethods in inequality constrained optimization,to appear inInternational Journal of Pure and Applied Mathematics.65. Y. Li,L. Jin,L. W. Zhang,A novel neural network for linearcomplementarity problems,to appear inJournal of MathematicalResearch and Exposition.66. 于洪霞，张立卫，二维装箱问题的非线性规划模型和算法，大连理工大学学报接收.67. 任咏红，张立卫，基于一类非线性 Lagrange函数的对偶问题，大连理工大学学报接收.68. L. W. Zhang and Y.H. Ren,A Nonlinear Lagrangian Based on Fischer-Burmeister NCP Function,to appear in Applied Mathematics andComputation.69. D.F. Sun,J.Sun,L.W.Zhang,The rate of convergence ofthe augmentedLagrangian method fornonlinear semidefiniteprogramming,to appear in Mathematical Programming.70.L.Jin and L. W. Zhang， Two differential equation systemsforequality constrained optimization,to appear in AppliedMathematics and Computation.71. Y.J. Liu,L.W. Zhang，On the convergence of the augmentedLagrangian method for nonlinear optimization problems over second-order cones,to appear in Journal of Optimization Theory andApplications.72.Y.J. Liu,L.W. Zhang,Extension of smoothing functions tosymmetric cone complementarity problems,高校应用数学学报接受.73. Y.J. Liu,L.W. Zhang and M.J. Liu,Convergence analysis of anonlinear Lagrange algorithmfor nonconvex semidefiniteprogramming,to appear in OR Transactions.

大连理工会计学科研成果非常不错，大连理工会计是市重点学校，它师资力量雄厚环境优越硬件设施齐全，为国家培养了许多优秀人才。