摘要
本文对长方体Pacing问题(即集装箱装载问题),提出了一种拟人型的启发式算法。不同于求解该问题的传统方法,本文利用最大穴度优先原则,使长方体的排列尽可能紧凑,从而使容器中装入画可能多的长方体。实验表明即使用于强异构型的困难算例,该算法也具有高效的求解结果。
This paper presents a new quasi-human heuristic algorithm to solve the container packing problem. Different from traditional algorithms, it uses a principle of "largest cave degree prior" to pack the cuboids as closely as possible such that more cuboids can be packed into the container. Even dealing with the difficult strong heterogeneous benchmarks, experiments show this algorithm has high quality.
出处
《通讯和计算机(中英文版)》
2007年第2期19-21,共3页
Journal of Communication and Computer
基金
本文得到国家自然科学基金项目(No.10471051)和NKBRPC基金项目(No.G2004CB318000)的资助.
关键词
启发式
拟人法
装箱问题
占角动作
穴度
heuristic
quasi-human
packing problem
corner-occupying action
caving degree