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ArticleThe c μ rule revisited

C. Buyukkoc1985

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Articlebronze1985

The c μ rule revisited

C. Buyukkoc · Pravin P. Varaiya · Jean C. Walrand

236 citations·0/0 files stored·Advances in Applied Probability

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Advanced Queuing Theory Analysis Healthcare Operations and Scheduling Optimization Optimization and Search Problems

Abstract

The cμ rule is optimal for arbitrary arrival processes provided that the service times are geometric and the service discipline is preemptive.

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1997Optimal Dynamic Scheduling Policy for a Make-To-Stock Production System 2010The cμ/θ Rule for Many-Server Queues with Abandonment 1987On the Optimal Control of Two Queues with Server Setup Times and Its Analysis 1985K competing queues with geometric service requirements and linear costs: The μc-rule is always optimal 1989Scheduling Multiclass Single Server Queueing Systems to Stochastically Maximize the Number of Successful Departures 2006Monotonicity in Markov Reward and Decision Chains: Theory and Applications 1985Two competing queues with linear costs and geometric service requirements: the μc-rule is often optimal 2002Applications of Markov Decision Processes in Communication Networks

Details

Year1985

Typearticle

Published1985-03-01

VenueAdvances in Applied Probability

ISSN-L0001-8678

Languageen

Citations236

Files0 public / 0

ShelfAdvanced Queuing Theory Analysis

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doi10.2307/1427064

openalex_workW2333199285

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