Economic lot sizing problem with tank scheduling

Title Economic lot sizing problem with tank scheduling
Author Önal, Mehmet, van den Heuvel, W., Dereli, Meryem Merve, Albey, Erinç
Publication Date: 2023-07-01
Publication Place - Elsevier
Subject Complexity analysis, Economic lot sizing, Fermentation tank scheduling, Production
Type Periodical
Language English
Digital Yes
Manuscript No
Library: Özyeğin University
Library Asset ID 0377-2217
Record ID 8b20e73b-afc7-4e96-9f9d-ff8f7fea38c9
Library Location Industrial Engineering
Date 2023-07-01
Sample Text We introduce a multiple-item economic lot sizing problem where items are produced through the fermentation of some raw materials. Fermentation takes place in specialized tanks that have finite capacities, and duration of the fermentation process is item dependent. When fermentation starts, the tanks are not available for the duration of the fermentation process. We analyze the complexity of this problem under various assumptions on the number of items and tanks. In particular, we show that several cases of the problem are (strongly) NP-hard, and we propose polynomial time algorithms to some single item cases. In addition, we propose a quick and simple heuristic approach for one of the multiple item cases.
DOI 10.1016/j.ejor.2022.11.016
Cilt 308
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Economic lot sizing problem with tank scheduling

Author Önal, Mehmet, van den Heuvel, W., Dereli, Meryem Merve, Albey, Erinç
Publication Date 2023-07-01
Publication Place - Elsevier
Subject Complexity analysis, Economic lot sizing, Fermentation tank scheduling, Production
Type Periodical
Language English
Digital Yes
Manuscript No
Library Özyeğin University
Library Asset ID 0377-2217
Record ID 8b20e73b-afc7-4e96-9f9d-ff8f7fea38c9
Library Location Industrial Engineering
Date 2023-07-01
Sample Text We introduce a multiple-item economic lot sizing problem where items are produced through the fermentation of some raw materials. Fermentation takes place in specialized tanks that have finite capacities, and duration of the fermentation process is item dependent. When fermentation starts, the tanks are not available for the duration of the fermentation process. We analyze the complexity of this problem under various assumptions on the number of items and tanks. In particular, we show that several cases of the problem are (strongly) NP-hard, and we propose polynomial time algorithms to some single item cases. In addition, we propose a quick and simple heuristic approach for one of the multiple item cases.
DOI 10.1016/j.ejor.2022.11.016
Cilt 308
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