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1)  pallet loading problem
托盘装箱问题
1.
Impact of box ratio and pinwheel pattern on the pallet loading problem
货物长宽比及转轮样式对托盘装箱问题的影响(英文)
2)  packing problem
装箱问题
1.
Research on Heuristic Algorithms for the Two-dimensional Packing Problem;
二维装箱问题的启发式算法研究
2.
A quasi-human algorithm was proposed for solving the cuboid packing problem in real life,whose main idea was to formalize the Chinese life experience formed in the past five thousand years by the western modern mathematical tools to develop it.
为长方体装箱问题的求解提出了拟人算法,旨在将几千年以来中国人的有关生活经验利用西方的数学工具加以形式化并且提高一步。
3.
Packing problem is NP complete,this paper uses an immune genetic algorithm to solve it.
本文用一种免疫遗传算法来研究装箱问题的求解 。
3)  Bin Packing
装箱问题
1.
Online algorithms for a relaxed variable-sized bin packing;
一种松弛的尺寸可变装箱问题及其在线算法
2.
On-line A-shaped bin packing problem: models and analysis of heuristics;
在线A形装箱问题:模型及算法研究
3.
As one of the constrained bin packing problem(BPP),coloring BPP has many important applications such as multi-processor real-time scheduling,etc.
作为经典装箱问题的推广,有色装箱问题在多处理器实时计算机系统的任务调度等实际问题中有着很强的应用背景。
4)  bin-packing problem
装箱问题
1.
A new coding method that uses the genetic algorithm to solve the bin-packing problem;
一种用遗传算法求解装箱问题的新编码方法
2.
The inheritance algorithm of a kind of chromosomes with changeable length to solve the bin-packing problem;
求解装箱问题的一种变长度染色体遗传算法
3.
Genetic algorithm based on group coding for bin-packing problem;
基于群体编码方式的遗传算法求解装箱问题
5)  Bin Packing Problem
装箱问题
1.
The study on large scale two dimensional Bin Packing Problem and its tabu search algorithm;
大型二维装箱问题及其禁忌算法研究
2.
Research on three dimensional bin packing problem with multi-type bins based on tabu search algorithm
多箱型三维装箱问题及其优化研究
3.
As the extension of classical bin packing problems (BPP),coloring BPP has many important applications in multi-processor real-time scheduling.
作为经典装箱问题的扩展,有色装箱问题在多处理器实时调度的过程中有很强的应用背景。
6)  bin-packing
装箱问题
1.
In order to solve bin-packing problem efficiently,multi-group genetic algorithm is proposed and the complete algorithm procedures are described.
装箱问题是一个有很强应用背景的组合优化问题,求解极为困难。
补充资料:托盘
1.端饭菜时放置碗盏的盘子。也用来盛礼物。
说明:补充资料仅用于学习参考,请勿用于其它任何用途。
参考词条