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中文
Xin Han

Professor
Supervisor of Doctorate Candidates
Supervisor of Master's Candidates


Academic Titles:Professor
Gender:Male
Alma Mater:Kyoto University
Degree:Doctoral Degree
School/Department:Software School
Discipline:Computer Software and Theory
Operation Research and Control Theory
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Flowshop problem F2 → D|v = 1,c ≥ ?|Cmaxrevisited

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Indexed by:Journal Article

Date of Publication:2017-03-29

Journal:Theoretical Computer Science

Included Journals:EI

Volume:670

Issue:670

Page Number:79-85

ISSN:03043975

Abstract:In this paper we study a flow shop problem F2→D|v=1,c ?|Cmaxwith two machines and one transporter: machines A,B and a transporter V which is initially located at machine B. There are a set of jobs needed to be processed on machine A first, then on machine B, and transported to the destination by V finally. Transporter V can carry at most c jobs in one batch where c ?. The objective is to minimize the completion time when all the jobs are transported to the destination. Problem F2→D|v=1,c=2|Cmaxhas been proved to be binary NP-hard in EJOR2007 [20] when c=2, we solve the open question in [20] and prove it is strongly NP-hard, i.e., there is no FPTAS for the problem. © 2017 Elsevier B.V.