2016•AIP conference proceedingsRequires access

An inventory model with linear holding cost and stock-dependent demand for non-instantaneous deteriorating items

Satish Kumar, Ajender Kumar Malik, Abhishek Sharma, Shikha Yadav, Yashveer Singh

Open publisher page 6 citations

Abstract

The importance of inventory models with non-instantaneously deteriorating items in the management system has been discussed. The holding cost is taken as in linear function of time and demand is stock dependent. For this inventory model, we obtained the optimal order quantity and the total present value of profits. Further, optimality and sensitivity analysis of the optimal profit of the inventory model with key constraints is followed with the help of numerical example.

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What this paper is about

The importance of inventory models with non-instantaneously deteriorating items in the management system has been discussed. The holding cost is taken as in linear function of time and demand is stock dependent. For this inventory model, we obtained the optimal order quantity and the total present value of profits. Further, optimality and sensitivity analysis of the optimal profit of the inventory model with key constraints is followed with the help of numerical example.

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OpenAlex reports 6 citations for this work. Citation counts describe recorded attention and do not establish research quality.

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Available abstract

The importance of inventory models with non-instantaneously deteriorating items in the management system has been discussed. The holding cost is taken as in linear function of time and demand is stock dependent. For this inventory model, we obtained the optimal order quantity and the total present value of profits. Further, optimality and sensitivity analysis of the optimal profit of the inventory model with key constraints is followed with the help of numerical example.

Key concepts: Inventory management, Stock (firearms), Profit (economics), Holding cost, Operations research, Economic order quantity, Inventory cost, Mathematical optimization

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