分界
整数规划
剖切面法
分支和切割
树(集合论)
简单(哲学)
计算机科学
线性规划
运筹学
搜索树
整数(计算机科学)
上下界
数学优化
算法
数学
组合数学
程序设计语言
认识论
搜索算法
数学分析
哲学
作者
Claudio Contardo,Andrea Lodi,Andrea Tramontani
出处
期刊:Informs Journal on Computing
日期:2022-11-29
卷期号:35 (1): 2-4
被引量:3
标识
DOI:10.1287/ijoc.2022.1248
摘要
In this short paper, we argue that the standard approach adopted by modern mixed-integer linear programming solvers of using very little cutting plane generation in the branch-and-bound tree can be too conservative and lead to the loss of significant opportunities. Our observation is motivated by some relatively simple computational investigation on a couple of instances in the MIPlib 2010 collection for which the benefit of generating globally valid cuts in the tree is significant. History: This “Challenge” paper was invited by the Editor-in-Chief and based on the topics raised by the author at his plenary address at the 2022 INFORMS Computing Society Conference in Tampa, Florida.
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