On the continued Erlang loss function

From MaRDI portal
Publication:1077826

DOI10.1016/0167-6377(86)90099-4zbMath0595.60089OpenAlexW2159675476MaRDI QIDQ1077826

A. A. Jagers, Erik A. van Doorn

Publication date: 1986

Published in: Operations Research Letters (Search for Journal in Brave)

Full work available at URL: https://research.utwente.nl/en/publications/on-the-continued-erlang-loss-function(dd5a4e45-58ba-40ff-968e-99d8e8807682).html




Related Items (22)

Optimality gap of asymptotically derived prescriptions in queueing systems, \(o(1)\)-optimalitySecond-order conditions on the overflow traffic function from the Erlang-B system: a unified analysisInequalities for Charlier polynomials with application to teletraffic theoryManaging capacity and inventory jointly for multi-server make-to-stock queuesOptimal channel allocation for several types of cellular radio networksA lower bound for the Erlang C formula in the Halfin-Whitt regimeA short note on the monotonicity of the Erlang C formula in the Halfin-Whitt regimeStaffing call centers under arrival-rate uncertainty with Bayesian updatesDOMAIN EXTENSIONS OF THE ERLANG LOSS FUNCTION: THEIR SCALABILITY AND ITS APPLICATIONS TO COOPERATIVE GAMESDynamic policy for idling time preservationLost-sales inventory theory: a reviewSecuring Gates of a Protected Area: A Hybrid Game and Queueing Theory Modeling ApproachAnalysis of bandwidth allocation on end-to-end QoS networks under budget controlOn the Erlang loss functionAsymptotically optimal staffing of service systems with joint QoS constraintsOn a bicriterion server allocation problem in a multidimensional Erlang loss systemScheduling vessels and container-yard operations with conflicting objectivesAn algorithm for network dimensioning under reliability considerationsLoss Systems with Slow Retrials in the Halfin–Whitt RegimeThe evergreen Erlang loss functionEconomies-of-Scale in Many-Server Queueing Systems: Tutorial and Partial Review of the QED Halfin--Whitt Heavy-Traffic RegimeSecond-order properties of the loss probability in \(M/M/s/s+c\) systems



Cites Work


This page was built for publication: On the continued Erlang loss function