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• W2997720281 abstract "This article is about how optimal decision can be calculated by applying the robust predictive control approach for inventory control problem with delivery process. The optimal decision is the number of products that need to be ordered in order to satisfy the demand in a case where the delivery process is imperfect. The term imperfect in this instance is used to mean a delivery system in which some of the products will become defective along the process or even by the buyer who is the inventory system’s decision maker. The amount of the damaged product is uncertain, and is thought of as noise in the state space model. We have formulated a dynamic system for the given inventory control problem as a linear system, with the amount of the ordered product as input, the demand value and the damaged/defected product as measured disturbances in the state equation, and the inventory level as the output. To obtain the optimal input, the robust predictive controller was used to obtain the optimal input, i.e. the product amount ordered at each time. The problem was simulated and the dynamics of the inputs and outputs were observed. From the observations, the optimal number of products ordered was obtained, and the output response, which is the inventory level, was as desired." @default.
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• W2997720281 date "2019-07-01" @default.
• W2997720281 modified "2023-09-28" @default.
• W2997720281 title "Robust Predictive Control Application and Simulation of Inventory Controlling with Imperfect Delivery Process" @default.
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• W2997720281 doi "https://doi.org/10.1109/icoiact46704.2019.8938536" @default.
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