A unified approach to queueing systems you can actually apply.
This book presents a framework that treats overtake free queueing systems with both exact and asymptotic analysis, helping you solve complex performance questions more reliably.
This edition distills core laws and practical methods to find distributions of system and queue lengths, waiting times, and related metrics. It connects classical results to new insights, offering concrete steps for models with arbitrary renewal arrivals or mixed generalized Erlang arrivals.
- Grounded in distributional laws that tie together quantities like L, Q, W, and S in a single view
- Two complementary methods: an asymptotic approach for heavy traffic and an exact method for specialized arrivals
- Detailed applications to GI/G/1, GI/G/l, MGEm/G/1, and priority queueing scenarios
Ideal for researchers and practitioners who want a rigorous, unified toolkit for analyzing queueing systems in real-world settings.