Dynamic Airline Revenue Management with Multiple Semi-Markov Demand
Operations Research
Optimal Stock Allocation for a Capacitated Supply System
Management Science
Stock Rationing in an M/Ek/1 Make-to-Stock Queue
Management Science
Optimal Policies for Inventory Systems with Priority Demand Classes
Operations Research
Inventory Sharing and Rationing in Decentralized Dealer Networks
Management Science
A Single-Product Inventory Model for Multiple Demand Classes
Management Science
Dynamic selling of quality-graded products under demand uncertainties
Computers and Industrial Engineering
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In this paper, we consider the stock rationing problem of a single-item make-to-stock production/inventory system with multiple demand classes. Demand arrives as a Poisson process with a randomly distributed batch size. It is assumed that the batch demand can be partially satisfied. The facility can produce a batch up to a certain capacity at the same time. Production time follows an exponential distribution. We show that the optimal policy is characterized by multiple rationing levels.