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A good inventory management becomes crucial for a company since it is related to some inventory costs . In managing inventory, in general we need to determine the optimal order quantity and the optimal time to order. In some cases, when supplier offers discount, a company tends to accept this offer although it needs to consider its storage capacity. In this paper, we develop a multi - item probabilistic inventory model with all - unit s discount and storage space restriction. We employed t he Kuhn-Tucker Conditions to find the optimal order policy. From the numerical experiment s , we found that when the storage capacity incr ease s then the optimal time to order and the optimal quantity increase but the total cost decreases.

Penentuan Waktu antar Pemesanan Optimal untuk Model Persediaan Probabilistik Multi-Item dengan All-Units Discount dan Kendala Kapasitas Gudang