1987
DOI: 10.2307/2582735
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Forecasting and Inventory Control for Sporadic Demand under Periodic Review

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Cited by 19 publications
(22 citation statements)
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“…To the best of our knowledge, Schultz (1987Schultz ( , 1989, Katircioglu (1996), Moinzadeh (2001, Moinzadeh and Zhou (2008) and Axsäter and Viswanathan (2012) are the only authors who discuss this issue. Schultz (1987) considers (S-1,S) policies and assumes for tractability that the probability of the sum of two demands being less than S is negligible, which is quite restrictive. He shows that a constant delay in placing an order can result in significant holdingcost reductions with little additional risk or cost of stockouts.…”
Section: Research Backgroundmentioning
confidence: 99%
“…To the best of our knowledge, Schultz (1987Schultz ( , 1989, Katircioglu (1996), Moinzadeh (2001, Moinzadeh and Zhou (2008) and Axsäter and Viswanathan (2012) are the only authors who discuss this issue. Schultz (1987) considers (S-1,S) policies and assumes for tractability that the probability of the sum of two demands being less than S is negligible, which is quite restrictive. He shows that a constant delay in placing an order can result in significant holdingcost reductions with little additional risk or cost of stockouts.…”
Section: Research Backgroundmentioning
confidence: 99%
“…Schultz [1987]) concentrated on the decision rules associated with the control of inventory for SKUs with so-called lumpy demand. While forecasting methods based on Exponentially Weighted Moving Averages (EWMA) are efficient for the fast moving SKUs, it was apparent to management that some over-stocking was occurring for the slow moving products [Johnston et at., 1996].…”
Section: The Key Factors Leading To the Increasing Number Of Shelf Wamentioning
confidence: 99%
“…Continuous distributions are very used for modelling the demand pattern (Dunsmuir and Snyder 1989), (Schultz 1987), (Yeh et al 1997) and normal distribution is especially frequent even for discrete demand. Although normal distributions may provide acceptable results even in the discrete demand case depending on its characteristics (average, variance, etc) it is more accurate modelling the discrete demand with a discrete distribution (Janssen et al 1996), (Strijbosch et al 2000), (Vereecke and Verstraeten 1994).…”
Section: Demand Distribution Selection and Validationmentioning
confidence: 99%