包装问题
抓住
下料问题
数学优化
利润最大化
最大化
计算机科学
固定填料
圆形填料
多样性(控制论)
数学
对象(语法)
缩小
利润(经济学)
最优化问题
组合数学
人工智能
经济
集合(抽象数据类型)
微观经济学
程序设计语言
作者
Óscar Oliveira,Dorabela Gamboa,Elsa Silva
摘要
Abstract Cutting and packing problems have been widely studied in the last decades, mainly due to the variety of industrial applications where the problems emerge. This paper presents an overview of the solution approaches that have been proposed for solving two‐dimensional rectangular cutting and packing problems. The main emphasis of this work is on two distinct problems that belong to the cutting and packing problem family. The first problem aims to place onto an object the maximum‐profit subset of items, that is, output maximization, while the second one aims to place all the items using as few identical objects as possible, that is, input minimization. The objective of this paper is not to be exhaustive but to provide a solid grasp on two‐dimensional rectangular cutting and packing problems by describing their most important solution approaches.
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