A matheuristic for the joint replenishment problem with and without resource constraints

عنوان A matheuristic for the joint replenishment problem with and without resource constraints
نویسنده Ozener, Okan orsan, Altan, Basak, Ekici, Ali, Elyasi, Milad
تاریخ انتشار: 2024-08-30
محل انتشار - Springer Nature
موضوع Transportation capacity, Simulated annealing, Matheuristic, Joint replenishment problem, Inventory
نوع دوره ای
زبان انگلیسی
دیجیتال بله
نسخه خطی خیر
کتابخانه: دانشگاه اوزیغین
شناسه دارایی کتابخانه 0254-5330
شماره ثبت 2c929664-bd50-47e1-ad7b-615b952d60f8
محل کتابخانه Industrial Engineering, Economics
تاریخ 2024-08-30
متن نمونه We study the Joint Replenishment Problem (JRP), which arises from the need for coordinating the replenishment of multiple items that share a common fixed cost. Even in the basic setting, determining the optimal replenishment plan is an NP-Hard problem. We analyze both the JRP under indirect grouping policy and its variant with restrictions like transportation capacity, budget capacity, and item transportation compatibility. Additionally, we consider uncertainty characteristics such as imperfect item quality, as highlighted in related literature studies. We propose a novel matheuristic method that determines the best basic cycle time while addressing the problem with a fixed cycle time using a linear integer model. The proposed method is quite versatile to handle additional real-life constraints effectively. Based on an extensive computational study, we conclude that for the basic setting under indirect grouping policy, the proposed algorithm outperforms the benchmark algorithms in the literature by 0.3% on average. For more complicated settings with additional restrictions, our proposed algorithm outperforms the benchmark algorithm by around 5% on average.
DOI 10.1007/s10479-024-06230-y
مشاهده در منبع دانشگاه اوزیغین دانشگاه اوزیغین - موتور جستجوی نسخه های خطی عثمانی
دانشگاه اوزیغین - موتور جستجوی نسخه های خطی عثمانی دانشگاه اوزیغین

A matheuristic for the joint replenishment problem with and without resource constraints

نویسنده Ozener, Okan orsan, Altan, Basak, Ekici, Ali, Elyasi, Milad
تاریخ انتشار 2024-08-30
محل انتشار - Springer Nature
موضوع Transportation capacity, Simulated annealing, Matheuristic, Joint replenishment problem, Inventory
نوع دوره ای
زبان انگلیسی
دیجیتال بله
نسخه خطی خیر
کتابخانه دانشگاه اوزیغین
شناسه دارایی کتابخانه 0254-5330
شماره ثبت 2c929664-bd50-47e1-ad7b-615b952d60f8
محل کتابخانه Industrial Engineering, Economics
تاریخ 2024-08-30
متن نمونه We study the Joint Replenishment Problem (JRP), which arises from the need for coordinating the replenishment of multiple items that share a common fixed cost. Even in the basic setting, determining the optimal replenishment plan is an NP-Hard problem. We analyze both the JRP under indirect grouping policy and its variant with restrictions like transportation capacity, budget capacity, and item transportation compatibility. Additionally, we consider uncertainty characteristics such as imperfect item quality, as highlighted in related literature studies. We propose a novel matheuristic method that determines the best basic cycle time while addressing the problem with a fixed cycle time using a linear integer model. The proposed method is quite versatile to handle additional real-life constraints effectively. Based on an extensive computational study, we conclude that for the basic setting under indirect grouping policy, the proposed algorithm outperforms the benchmark algorithms in the literature by 0.3% on average. For more complicated settings with additional restrictions, our proposed algorithm outperforms the benchmark algorithm by around 5% on average.
DOI 10.1007/s10479-024-06230-y
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