On properties of stochastic inventory systems
Management Science
On the effect of demand randomness on inventories and costs
Operations Research
The effect of leadtime uncertainty in a simple stochastic inventory model
Management Science
New Bounds and Heuristics for (Q, r) Policies
Management Science
How Larger Demand Variability May Lead to Lower Costs in the Newsvendor Problem
Operations Research
Stochastic Comparisons in Production Yield Management
Operations Research
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We study a single-item (r, q) inventory system, where r is the reorder point and q is the order quantity. The demand is a compound-Poisson process. We investigate the behavior of the optimal policy parameters and the long-run average cost of the system in response to stochastically shorter or less-variable lead times. We show that although some of the properties of the base-stock system can be extended to this more general model, some cannot. The same findings also apply when the comparison is conducted on the lead-time demand distributions.