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Solving the Variable Size Bin Packing Problem with Discretized Formulations

机译：用离散配方解决变尺寸装箱问题

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Isabel Correia; Luís Gouveia; Francisco Saldanha-da-gama;
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年度 2006
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1. Solving the variable size bin packing problem with discretized formulations [J] . Isabel Correia, Luis Gouveia, Francisco Saldanha-da-Gama Computers & operations research . 2008,第6期

机译：用离散配方解决可变尺寸垃圾箱包装问题
2. A goal-driven approach to the 2D bin packing and variable-sized bin packing problems [J] . Wei L., Oon W.-C., Zhu W., European Journal of Operational Research . 2013,第1期

机译：目标驱动的2D装箱和可变尺寸装箱问题的方法
3. New formulations for Variable Cost and Size Bin Packing Problems with Item Fragmentation [J] . Casazza Marco Optimization Letters . 2019,第2期

机译：物品碎片的可变成本和尺寸箱包装问题的新配方
4. Solving the Two-Dimensional Bin-Packing Problem with Variable Bin Sizes by Greedy Randomized Adaptive Search Procedures and Variable Neighborhood Search [C] . Andreas M. Chwatal, Sandro Pirkwieser EUROCAST 2011;International conference on computer aided systems theory . 2012

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5. A hybrid solver for the three-dimensional bin packing problem [D] . Vikitset, Nithiphong 2006

机译：三维装箱问题的混合求解器
6. On the Impact of Fuzzy Constraints in the Variable Size and Cost Bin Packing Problem [O] . Jorge Herrera-Franklin, Alejandro Rosete, Milton García-Borroto, -1

机译：模糊约束对可变大小和成本装箱问题的影响
7. Bin Packing with Discrete Item Sizes, Part I: Perfect Packing Theorems and the Average Case Behavior of Optimal Packings [O] . E. G. Coffman Jr., C. Courcoubetis, M. R. Garey, 2007

机译：具有离散项目大小的垃圾箱包装，第一部分：完美包装定理和最佳包装的平均包装箱性能
8. Single-Variable Formulations and Isogeometric Discretizations for Shear Deformable Beams. [R] . Kiendl, J., Auricchio, F., Hughes, T. J. R., 2014

机译：剪切变形梁的单变量公式和等几次离散。

Solving the Variable Size Bin Packing Problem with Discretized Formulations

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