1985International Journal of Production ResearchRequires access

The effectiveness of heuristic algorithms for multi-item inventory systems with joint replenishment costs

Moshe Kaspi, Meir J. Rosenblatt

Open publisher page 34 citations

Abstract

This paper deals with the problem of finding the order quantities, or cycle times, for the case of a multi-item inventory system with joint replenishment costs. The ordering cost is composed of a fixed cost independent of the number of items ordered and additional ordering costs dependent on the specific items ordered. Different solution procedures suggested for solving this problem are presented. A simulation program is developed comparing the effectiveness of these algorithms. One hundred and thirty two different settings, each consisting of one thousand examples, are analysed. Based on the simulation, two approaches are recommended for solving this problem.

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What this paper is about

This paper deals with the problem of finding the order quantities, or cycle times, for the case of a multi-item inventory system with joint replenishment costs. The ordering cost is composed of a fixed cost independent of the number of items ordered and additional ordering costs dependent on the specific items ordered. Different solution procedures suggested for solving this problem are presented. A simulation program is developed comparing the effectiveness of these algorithms. One hundred and thirty two different settings, each consisting of one thousand examples, are analysed. Based on the simulation, two approaches are recommended for solving this problem.

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OpenAlex reports 34 citations for this work. Citation counts describe recorded attention and do not establish research quality.

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Available abstract

This paper deals with the problem of finding the order quantities, or cycle times, for the case of a multi-item inventory system with joint replenishment costs. The ordering cost is composed of a fixed cost independent of the number of items ordered and additional ordering costs dependent on the specific items ordered. Different solution procedures suggested for solving this problem are presented. A simulation program is developed comparing the effectiveness of these algorithms. One hundred and thirty two different settings, each consisting of one thousand examples, are analysed. Based on the simulation, two approaches are recommended for solving this problem.

Key concepts: Heuristic, Mathematical optimization, Computer science, Joint (building), Economic order quantity, Inventory control, Order (exchange), Algorithm

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