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首页 > 期刊论文 > 二维装箱问题毕业论文

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. Tang and maximum entropy algorithm for convexprogramming,Chinese Science Bulletin,40:5(1995),. Tang and 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,.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),. Tang and ,Maximum entropy methods for constrainedoptimization and minimax problems,Systems Sci. Math. Sci.,9:1(1996),.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),.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),. Zhang,On the ABS algorithm with singular matrix and itsapplications to linear programming,Optimization Methods andSoftware,8(1997),. Xia and . Zhang,A simplified trust region methodwith projection and convergence,(1997),. . Zhang and . Tang,A maximum entropy algorithm withparameters for solving minimax problem,Archives of ControlSciences,XLⅡ:6(1997),. E. Spedicato,. Xia and . Zhang,The implicit LX method ofthe ABS class,Optimization Methods and Software,8(1997),. . Chen and factorization algorithms in thesimplex method,J. Applied Basic and Engineering Sciences,5:4(1997),. E. Spedicato,. Xia,. Zhang and K. Mirnia,ABS algorithmsfor linear equations and applications to optimization,in & E. Spedicato (eds.),Algorithms for Large Scale LinearAlgebraic Systems,Series C: Mathematical and PhysicalSciences -508,1998, Kluwer Academic Publishers,. . Zhang and . Tang,A further study on a penalty function ofBertsekas,in: Yuan Ya-Xiang ed.,Advances in Nonlinear Programming,Kluwer Academic Publishers,1998,. 张立卫,唐焕文,A theorem on the differential of the K-Sfunction,经济数学,15:1/2(1998),. 张立卫,Condition on parameter $\beta_k$ in a convergent conjugategradient method,运筹学学报,3:2 (1999),. 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),. . He and of a dual algorithm for minimaxproblems,Archives of Control Sciences,10(XLⅥ)(2000),. 张立卫,李勤,张鑫,Two differential systems for solving nonlinearprogramming problems,运筹学学报,4:4(2000),. and . He,The convergence of a dual algorithm fornonlinear programming,Korean J. Comput. & . 7:3(2000),. E. Spedicato, and . Zhang,ABS algorithms for linearequations and optimization,J. Computational and AppliedMathematics,124(2000),. 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—. 夏尊铨,张士霞,张立卫,复ABS方法. 大连理工大学学报,11(2000),. . Zhang and . Xia,Newton-type methods forquasidifferentiable equations,Journal of Optimization Theory andApplications,108:2 (2001),. and . Xia,Approximations to convex-valuedmultifunctions. in: Demayano V. and Rubinov A. eds.,Quasidifferentiability and Related Topics,Kluwer AcademicPublishers,. Y. Gao,. Xia and quasidifferential for aquasidifferentiable function in two-dimensional space,Journal ofConvex Analysis,8:2(2001),. 贺素香,张立卫,A class of constructive dual algorithms forsolving nonlinear programming problems,运筹学学报,5:3(2001),. 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),. . Zhang,Computing inertias of KKT matrix and reduced Hessianvia the ABS algorithm,Ricerca Operativa,Vol. 31,(2001),. . Zhang,. Liu and . Xia,Application of the ABS methodto systems of linear matrix integer equations,Ricerca Operativa,Vol. 31, (2001),. . Xia and . Zhang,ABS algorithms for solving linearlyconstrained optimization problems via the active set strategy,Ricerca Operativa,Vol. 31,(2001),. 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),. . Q. Xia,Y. Gao and . Wang,Star-kernels andstar-differentials in quasidifferentiable analysis,Journal ofConvex Analysis,9:1(2002),. J. Sun and thelog-exponential trajectory of linearprogramming. Journal of Global Optimization,25:1 (2003),. 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),. . Xia,. Wang and derivative of aclass of set-valued mappings and its applications,Journal ofConvex Analysis,10:1(2003),. and a second order parallelvariable transformation approach,Journal of Applied Mathematicsand Computing,11:1-2,. and PVT-type algorithm forminimizing a nonsmooth convex function,Serdica Math. J. 29(2003),. and . Liu,Convergence analysis of a nonlinearLagrange algorithm for nonlinear programming withinequality constraints,Journal of Applied Mathematics & Computing,13:1-2(2003):. . Zhang and . Hsu,A scheduling model for AGVs at thecontainer terminal,2002 Japan-USA Symposium of FlexibleAutomation,Hiroshima,Japan,July 14-19,. . Ye,. Hsu and . 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,. 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),. 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),. 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),. . Lin,L. W. Zhang and . Pang,Two projection-typealgorithms for solving pseudo-monotone variational inequalityproblems,OR Transactions,9:1 (2005),. . Yu and . Zhang,The augmented Lagrangian method for thepacking of unequal circles within a strip,International Journalof Pure and Applied Mathematics,18:4(2005),. L. W. Zhang,R. Ye,. Huang and W. J. Hsu,Mixed IntegerProgramming Models for Dispatchingvehicles ataContainerTerminal,Journal of Applied Mathematics & Computing,17:1-2(2005),. J. Sun,. Zhang and Y. Wu,Properties of the augmentedLagrangian in nonlinear semidefinite optimization,accepted . . Zhou and . Zhang,A differential equation approach tofinding a Kuhn-Tucker point of a nonlinear programming problem,大连理工大学学报,2005,. . Xia,. Song and . Zhang,On Fritz John and KKTnecessary conditions of constrained quasidifferentiableoptimization,International Journal of Pure and AppliedMathematics,Vol. 23 No. 3,2005,. . Zhou,. Zhang and . He,A differential equation approachto solving nonlinear complementarity problems,OR Transactions,Vol. 9 . 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,.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,. . Yu and . Zhang,An optimization model for the two-dimensional packing problem and its augmented Lagrangian method,International Journal of Pure and Applied Mathematics,Vol. .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, (2006),. . Liu, and . Wang,Some properties of a class ofmerit functions for symmetric cone complementarity problems,Asia-Pacific Journal of Operational Research,(2006),58. . Liu,. Zhang and . Wang,Analysis of a smoothing methodfor symmetric conic linear programming,Journal of Appliedmathematics & Computing,22:1-2(2006),. . Liu, Analysis of the AugmentedLagrangian Method for Nonlinear Second-Order Cone OptimizationProblems,to appear in Nonlinear . Jin and L. W. Zhang, Two differential equation systemsforinequality constrained optimization,to appear in AppliedMathematics and . 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:. L. Jin,L. W. Zhang and X. T. Xiao. Stabledifferential equationmethods in inequality constrained optimization,to appear inInternational Journal of Pure and Applied . Y. Li,L. Jin,L. W. Zhang,A novel neural network for linearcomplementarity problems,to appear inJournal of MathematicalResearch and . 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 . Ren,A Nonlinear Lagrangian Based on Fischer-Burmeister NCP Function,to appear in Applied Mathematics . . Sun, rate of convergence ofthe augmentedLagrangian method fornonlinear semidefiniteprogramming,to appear in Mathematical and L. W. Zhang, Two differential equation systemsforequality constrained optimization,to appear in AppliedMathematics and . . Liu,. Zhang,On the convergence of the augmentedLagrangian method for nonlinear optimization problems over second-order cones,to appear in Journal of Optimization Theory . Liu,. Zhang,Extension of smoothing functions tosymmetric cone complementarity problems,高校应用数学学报接受.73. . Liu,. Zhang and . Liu,Convergence analysis of anonlinear Lagrange algorithmfor nonconvex semidefiniteprogramming,to appear in OR Transactions.

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草莓牛奶L

我门的是到中国知网或者图书馆找的

352 评论

乐趣小鱼

装箱问题可分为一维装箱问题,二维装箱问题,三维装箱问题三种。现实生活中常见的应该是三维装箱问题。一维装箱问题只考虑一个因素,比如重量、体积、长度等。二维装箱问题考虑两个因素——给定一张矩形的纸(布料、皮革),要求从这张纸上剪出给定的大小不一的形状,求一种剪法使得剪出的废料的面积总和最小。常见问题包括堆场中考虑长和宽进行各功能区域划分、停车场区位划分、包装材料裁切时考虑怎样裁切使得材料浪费最少、服装布料裁切、皮鞋制作中的皮革裁切等。三维装箱问题考虑三个因素——一般指长、宽、高。装车、装船、装集装箱等要考虑这三个维度都不能超。根据目标的不同,三维装箱问题可分成以下几类:箱柜装载问题(three-dimensional bin packing problem,简称3D-BPP):给定一些不同类型的方型箱子和一些规格统一的方型容器,问题是要把所有箱子装入最少数量的容器中。容器装载问题(three-dimensional container-packing problems,简称3D-CPP):在该问题中,所有箱子要装入一个不限尺寸的容器中,目标是要找一个装填,使得容器体积最小。背包装载问题(three-dimensional knapsack loading problems,简称3D-KLP):每个箱子有一定的价值,背包装载是选择箱子的一部分装入容器中,使得装入容器中的箱子总价值最大。如果把箱子的体积作为价值,则目标转化为使容器浪费的体积最小。

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