The EOQ mathematical models usually deal with the problem of a wholesaler who has to manage a goods restocking policy, settling his best amount of goods to be procured. Best means capable of minimizing all the costs concerning the trade of the stored goods. The relevant seminal contributions are due to Harris, and Wilson, who analyzed an easy scenario with a certain demand uniform all over the time so that its instantaneous change rate is fixed, with stocking charges not dependent on time. In such a field, our own contribution consists of establishing sufficient conditions on the well posedness to the minimum cost problem and relationships providing either closed form solutions or, alternatively, quadrature formulae, without ex ante approximations. All this allows a numerical solution to the transcendental (or algebraical of high degree) equation solving to the most economical batch. In short, such our paper is concerning the special family of EOQ mathematical models with different deterministic time-dependent demands.

Existence of EOQ and its evaluation: some cases of stock blow down dynamics depending on its level / Gambini, Alessandro; Mingari Scarpello, Giovanni; Ritelli, Daniele. - (2014), pp. 59-78. [10.1007/978-1-4614-7639-9_4].

Existence of EOQ and its evaluation: some cases of stock blow down dynamics depending on its level

Alessandro Gambini;
2014

Abstract

The EOQ mathematical models usually deal with the problem of a wholesaler who has to manage a goods restocking policy, settling his best amount of goods to be procured. Best means capable of minimizing all the costs concerning the trade of the stored goods. The relevant seminal contributions are due to Harris, and Wilson, who analyzed an easy scenario with a certain demand uniform all over the time so that its instantaneous change rate is fixed, with stocking charges not dependent on time. In such a field, our own contribution consists of establishing sufficient conditions on the well posedness to the minimum cost problem and relationships providing either closed form solutions or, alternatively, quadrature formulae, without ex ante approximations. All this allows a numerical solution to the transcendental (or algebraical of high degree) equation solving to the most economical batch. In short, such our paper is concerning the special family of EOQ mathematical models with different deterministic time-dependent demands.
2014
Handbook of EOQ Inventory Problems
9781461476382
Economic order quantity; demand functions; minimum cost problem; hypergeometric function
02 Pubblicazione su volume::02a Capitolo o Articolo
Existence of EOQ and its evaluation: some cases of stock blow down dynamics depending on its level / Gambini, Alessandro; Mingari Scarpello, Giovanni; Ritelli, Daniele. - (2014), pp. 59-78. [10.1007/978-1-4614-7639-9_4].
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11573/1329204
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