Abstract The capacitated lot-sizing problem (CLSP) is a standard formulation for big bucket lot-sizing problems with a discrete period segmentation and deterministic demands. We present a literature review on problems that incorporate one of the following extensions in the CLSP: back-orders, setup carry-over, sequencing, and parallel machines. We illustrate model formulations for each of the extensions and also mention the inclusion of setup times, multi-level product structures and overtime in a study. For practitioners, this overviewallows to check the availability of successful solution procedures for a specific problem. For scientists, it identifies areas that are open for future research
textabstractIn this paper we consider the capacitated lot-sizing problem (CLSP) with linear costs. I...
The aim of lot sizing problems is to determine the periods where production takes place and the quan...
This paper presents a multi-level, multi-item, multi-period capacitated lot-sizing problem. The lot-...
Purpose The capacitated lot sizing problem (CLSP) is one of the most important production planning p...
Purpose: The capacitated lot sizing problem (CLSP) is one of the most important production planning ...
We address the capacitated lot-sizing and scheduling problem with setup times, setup carry-over, bac...
The aim of lot sizing problems is to determine the periods where production takes place and the quan...
In this study, the capacitated lot-sizing problem (CLSP) with back-ordering, setup carry-overs betwe...
International audienceMulti-item lot-sizing problems faced in industrial contexts are often too larg...
<p>Despite having a very broad spectrum of applicability in practice, the multi-family capacitated l...
We address the multi-item, capacitated lot-sizing problem (CLSP) encountered in environments where d...
This paper focuses on the capacitated lot sizing problem with two extensions namely setup carryover ...
The Capacitated Lot Sizing Problem (CLSP) consists of planning the lot sizes of multiple items over ...
This paper presents polynomial time algorithms for three extensions of the classical capacitated lot...
Duygu Taş (MEF Author)##nofulltext##In this paper, we study a Capacitated Lot Sizing Problem with St...
textabstractIn this paper we consider the capacitated lot-sizing problem (CLSP) with linear costs. I...
The aim of lot sizing problems is to determine the periods where production takes place and the quan...
This paper presents a multi-level, multi-item, multi-period capacitated lot-sizing problem. The lot-...
Purpose The capacitated lot sizing problem (CLSP) is one of the most important production planning p...
Purpose: The capacitated lot sizing problem (CLSP) is one of the most important production planning ...
We address the capacitated lot-sizing and scheduling problem with setup times, setup carry-over, bac...
The aim of lot sizing problems is to determine the periods where production takes place and the quan...
In this study, the capacitated lot-sizing problem (CLSP) with back-ordering, setup carry-overs betwe...
International audienceMulti-item lot-sizing problems faced in industrial contexts are often too larg...
<p>Despite having a very broad spectrum of applicability in practice, the multi-family capacitated l...
We address the multi-item, capacitated lot-sizing problem (CLSP) encountered in environments where d...
This paper focuses on the capacitated lot sizing problem with two extensions namely setup carryover ...
The Capacitated Lot Sizing Problem (CLSP) consists of planning the lot sizes of multiple items over ...
This paper presents polynomial time algorithms for three extensions of the classical capacitated lot...
Duygu Taş (MEF Author)##nofulltext##In this paper, we study a Capacitated Lot Sizing Problem with St...
textabstractIn this paper we consider the capacitated lot-sizing problem (CLSP) with linear costs. I...
The aim of lot sizing problems is to determine the periods where production takes place and the quan...
This paper presents a multi-level, multi-item, multi-period capacitated lot-sizing problem. The lot-...