SETUP COST AND LEAD TIME REDUCTIONS ON STOCHASTIC INVENTORY MODELS WITH A SERVICE LEVEL CONSTRAINT

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概要

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• The stochastic inventory models analyzed in this paper explore the problem of lead time associated with setup cost reductions for the continuous review and periodic review inventory models. For these two models with a mixture of backorders and lost sales, we respectively assume that their mean and variance of the lead time demand and protection interval (i.e., lead time plus review period) demand are known, but their probability distributions are unknown. We develop a minimax distribution free procedure to find the optimal solution for each case.

• 社団法人日本オペレーションズ・リサーチ学会の論文

著者

• Ouyang Liang-Yuh

  Tamkang University

• Chuang Bor-ren

  Chung-shan Institute

• Ouyang Liang-yuh

  Tamkang University Of Science & Technology

• Chang Hung-chi

  National Taichung Institute Of Technology

関連論文

• A MINIMAX DISTRIBUTION FREE PROCEDURE FOR STOCHASTIC INVENTORY MODELS WITH A RANDOM BACKORDER RATE
• SETUP COST AND LEAD TIME REDUCTIONS ON STOCHASTIC INVENTORY MODELS WITH A SERVICE LEVEL CONSTRAINT

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