Structural results for the control of queueing systems using event-based dynamic programming
Queueing Systems: Theory and Applications
Capacity Management in Rental Businesses with Two Customer Bases
Operations Research
Effects of system parameters on the optimal policy structure in a class of queueing control problems
Queueing Systems: Theory and Applications
Capacity Rationing in Stochastic Rental Systems with Advance Demand Information
Operations Research
Yield management of workforce for IT service providers
Decision Support Systems
Admission control and pricing in a queue with batch arrivals
Operations Research Letters
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We consider the problem of dynamic admission control in a multi-class Markovian loss system receiving random batches, where each admitted class-i job demands an exponential service with rate @m, and brings a reward r"i. We show that the optimal admission policy is a sequential threshold policy with monotone thresholds.