Alanyalı, M.2016-02-082016-02-0819990001-8678http://hdl.handle.net/11693/25213Management of a bufferless resource is considered under non-homogeneous demand consisting of one-unit and two-unit requests. Two-unit requests can be served only by a given partition of the resource. Three simple admission policies are evaluated with regard to revenue generation. One policy involves no admission control and two policies involve trunk reservation. A limiting regime in which demand and capacity increase in proportion is considered. It is shown that each policy is asymptotically optimal for a certain range of parameters. Limiting dynamical behavior is obtained via a theory developed by Hunt and Kurtz. The results also point out the remarkable effect of partition constraints.EnglishAdmission controlHeavy trafficLoss networksMultirate networksPartition constraintsResource managementTime-scale separationTrunk reservationAsymptotic stabilityConstraint theoryInventory controlResource allocationMultirate networksPartition constraintsResource managementProbability distributionsArticle10.1239/aap/1029955205