Статья
2006
Special Case of the Single-Machine Total Tardiness Problem is NP-hard
A.A. Lazarev, E.R. Gafarov · Journal of Computer and Systems Sciences International, 45 (3), 450-458
Описание публикации
this paper we show that the special case B-1 of the single machine
total tardiness problem 1||\sum Tj is NP-hard in ordinary sense. For the
case there exist pseudo-polynomial algorithm O(n \sum pj) time.
A.A. Lazarev, E.R. Gafarov (2006), Special Case of the Single-Machine Total Tardiness Problem is NP-hard. Journal of Computer and Systems Sciences International, 45 (3), 450-458. (journal impact factor 2018: 0.513). Q3
Другие статьи
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On lower and upper bounds for single machine parallel batch scheduling subject to chains of jobs
E.R. Gafarov, A. Dolgui
Optimization Letters
2020
Minimizing Total Weighted Tardiness for Scheduling Equal-Length Jobs on a Single Machine
E.R. Gafarov, A.A. Lazarev, F. Werner
Automation and Remote Control Volume 81, Issue 5, 853-868
2019
Can a Branch and Bound algorithm solve all instances of SALBP-1 efficiently
A. Dolgui, E. Gafarov
IFAC-PapersOnLine, Volume 52, Issue 13. 2788-2791