2009
DOI: 10.1016/j.ejor.2008.09.003
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An optimal solution for the stochastic version of the Wagner–Whitin dynamic lot-size model

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Cited by 49 publications
(43 citation statements)
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“…To summarize, we provide a quick overview of different replenishment quantity methods used in traditional supply chains under time-varying stochastic demands in Table 1a, and in Table 1b we provide an overview of replenishment policies under a VMI set-up. (1988)) -Lot sizing + Safety stock (Vargas & Metters (1996)) -Wagner-Whitin algorithm extension (Vargas (2009)) -Progressive hedging algorithm (Haugen (2001)) -Extension of the Silver-Meal heuristic and Least unit cost (Pujawan (2004)) -Extension of the Silver-Meal heuristic (Pujawan & Silver (2008)) 1D-nR (one distributor and n retailer); 1V-nR (one vendor and n retailer); 1S-1M (one supplier and one manufacturer); 1M-1R (one manufacturer and one retailer);1M-nR (one manufacturer and n retailer); nD-nR (n distributor and n retailer); 1M-1R (one manufacturer and one retailer);1D-nC (one distributor and n customer); 1M-1W-1D-1R (one manufacturer-one warehouse-one distributor and one retailer);1S-1R (one supplier and one retailer); 1S-1M (one supplier and one manufacturer); 1S-1R (one supplier and one retailer); 1M-1R (one manufacturer and one retailer); 1S-1R (one supplier and one retailer).…”
Section: Literature Reviewmentioning
confidence: 99%
“…To summarize, we provide a quick overview of different replenishment quantity methods used in traditional supply chains under time-varying stochastic demands in Table 1a, and in Table 1b we provide an overview of replenishment policies under a VMI set-up. (1988)) -Lot sizing + Safety stock (Vargas & Metters (1996)) -Wagner-Whitin algorithm extension (Vargas (2009)) -Progressive hedging algorithm (Haugen (2001)) -Extension of the Silver-Meal heuristic and Least unit cost (Pujawan (2004)) -Extension of the Silver-Meal heuristic (Pujawan & Silver (2008)) 1D-nR (one distributor and n retailer); 1V-nR (one vendor and n retailer); 1S-1M (one supplier and one manufacturer); 1M-1R (one manufacturer and one retailer);1M-nR (one manufacturer and n retailer); nD-nR (n distributor and n retailer); 1M-1R (one manufacturer and one retailer);1D-nC (one distributor and n customer); 1M-1W-1D-1R (one manufacturer-one warehouse-one distributor and one retailer);1S-1R (one supplier and one retailer); 1S-1M (one supplier and one manufacturer); 1S-1R (one supplier and one retailer); 1M-1R (one manufacturer and one retailer); 1S-1R (one supplier and one retailer).…”
Section: Literature Reviewmentioning
confidence: 99%
“…Existen paquetes de software académico muy conocidos, como el WinQSB, que contienen este algoritmo. Investigaciones recientes han resuelto la versión estocástica del algoritmo de Wagner-Whitin, considerando demanda no estacionaria probabilística, especialmente con distribución normal [Vargas (2008)]. …”
Section: Utilizando El Valor Exacto Dado Por El Eoqunclassified
“…Instead of considering more on uncertainty, more recent work turned to focus on us ing heuristic and meta-heuristic algorithms to solve stochastic lot-sizing problems (SLSP) ( [22], [23], [24], [25], [26], [27], [2S]). In particular, heuristic methods have been applied to the stochastic WW model [29], which is a major extension of the classical WW model by considering normally distributed periodic demands.…”
Section: Introductionmentioning
confidence: 99%