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Scheduling Reclaimer Operations in the Stockyard to Minimize Makespan 被引量:1

Scheduling Reclaimer Operations in the Stockyard to Minimize Makespan
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摘要 This paper considers a reclaimer scheduling problem in which one has to collect bulk material from stockpiles in the quay in such a way that the time used is minimized. When reclaimers are allowed to work on the same stockpile simultaneously, a fully polynomial time approximation scheme(FPTAS) is designed. Further,we present a 2-approximation algorithm in the case that any stockpile can be handled by only one reclaimer at a time. When the number of reclaimers is two, we give a 3/2-approximation algorithm. Numerical experiments show that the algorithms perform much better than our worst case analysis guarantees. This paper considers a reclaimer scheduling problem in which one has to collect bulk material from stockpiles in the quay in such a way that the time used is minimized. When reclaimers are allowed to work on the same stockpile simultaneously, a fully polynomial time approximation scheme(FPTAS) is designed. Further,we present a 2-approximation algorithm in the case that any stockpile can be handled by only one reclaimer at a time. When the number of reclaimers is two, we give a 3/2-approximation algorithm. Numerical experiments show that the algorithms perform much better than our worst case analysis guarantees.
出处 《Acta Mathematicae Applicatae Sinica》 SCIE CSCD 2018年第3期597-609,共13页 应用数学学报(英文版)
基金 Supported by the National Natural Science Foundation of China(No.11371137 and No.71431004)
关键词 scheduling approximation algorithm performance ratio numerical simulation scheduling approximation algorithm performance ratio numerical simulation
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