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On the (R, s, Q) inventory model when demand is modelled as a compound Bernoulli process

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References

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1984Simple approximations for the reorder point in periodic and continuous review (s, S) inventory systems with service level constraints127 cited
1981Effect of service-levels on order-points or order-levels in inventory models120 cited
2000A combined forecast—inventory control procedure for spare parts91 cited
1995Fitting Discrete Distributions on the First Two Moments79 cited
1989Control of inventories with intermittent demand73 cited

Cited by

2001FORECASTING OF INTERMITTENT DEMAND67 cited
2003An improved heuristic for deciding on emergency transshipments63 cited
2008The uniform distribution as a first practical approach to new product inventory management59 cited
2002FORECASTING FOR THE ORDERING AND STOCK- HOLDING OF CONSUMABLE SPARE PARTS58 cited
2000The (r,Q) control of a periodic-review inventory system with continuous demand and lost sales50 cited

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2009

On the empirical performance of (T,s,S) heuristics

39 cited

2015A demand classification scheme for spare part inventory model subject to stochastic demand and lead time25 cited

2013Periodic review inventory systems with a service level criterion25 cited

2012An asymptotic approach for a semi‐Markovian inventory model of type (s, S)24 cited

2015Managing inventory systems of slow-moving items23 cited

2009Approximation of the probability distribution of the customer waiting time under an (r, s, q) inventory policy in discrete time23 cited

2010Exact and approximate calculation of the cycle service level in periodic review inventory policies22 cited

2013On properties of discrete (r, q) and (s, T) inventory systems15 cited

2020Fast evaluation of a periodic review inventory policy13 cited

2003Tuning inventory policy parameters in a small chemical company13 cited

2010ON THE WEAK CONVERGENCE OF THE ERGODIC DISTRIBUTION FOR AN INVENTORY MODEL OF TYPE (s,S)12 cited