Advanced Queuing Theory Analysis
Advanced queuing theory analysis applies mathematical models of waiting lines to real service systems—call centers, hospitals, banks—where customers or tasks arrive unpredictably and must be matched to limited resources in real time. The central challenge is translating abstract probability theory into concrete staffing and scheduling decisions that keep wait times short without wasting labor, particularly under the heavy traffic conditions where systems are pushed close to their capacity limits. Researchers are actively working out how to handle the added complexity of customers who abandon queues, servers with heterogeneous skills, and demand that shifts across the day or week. An open frontier involves integrating high-resolution operational data with classical queueing models to produce staffing rules that are both theoretically sound and robust enough to deploy in messy, real-world environments.
- Works
- 54,974
- Total citations
- 637,704
- Keywords
- Call CenterQueueing SystemsService SystemsWorkload ManagementStaffing OptimizationPatient Flow
Top papers in Advanced Queuing Theory Analysis
Ordered by total citation count.
- Markov Decision Processes↗ 5,958
- Markov Chains and Stochastic Stability↗ 5,209
- Stochastic Processes↗ 3,834
- Wide area traffic: the failure of Poisson modeling↗ 3,719OA
- Markov Processes↗ 3,586
- Fundamentals of Queueing Theory.↗ 2,974
- Charging and rate control for elastic traffic↗ 2,961OA
- Stability properties of constrained queueing systems and scheduling policies for maximum throughput in multihop radio networks↗ 2,910OA
- Inventory management and production planning and scheduling↗ 2,842
- Applied Probability and Queues.↗ 2,759
- A Proof for the Queuing Formula: <i>L</i> = λ<i>W</i>↗ 2,738
- Open, Closed, and Mixed Networks of Queues with Different Classes of Customers↗ 2,446OA
Active researchers
Top authors in this area, ranked by h-index.