Fundamentals of queuing systems statistical methods for analyzing queuing models / by Nick T. Thomopoulos.

Author/creator Thomopoulos, Nicholas T.
Format Electronic
Publication InfoNew York ; London : Springer,
Descriptionxviii, 182 p. ; 24 cm.
Supplemental ContentFull text available from Springer Nature - Springer Mathematics and Statistics eBooks 2012 English International
Supplemental ContentFull text available from Springer Books
Subjects

Contents 1. Introduction -- 2. Preliminary concepts -- 3. One server, infinite queue (M/M/1) -- 4. One server, finite queue (M/M/1/N) -- 5. One server, no queue (M/M/1/1) -- 6. Multi servers, infinite queue (M/M/k) -- 7. Multi servers, finite queue (M/M/k/N) -- 8. Multi servers, no queue (M/M/k/k) -- 9. One server, arbitrary service (M/G/1) -- 10. 2 populations, one server, arbitrary service (M/G/1/2) -- 11. M machines, one repairman (M/M/1/M) -- 12. M machines, R repairmen (M/M/R/M) -- 13. One server, Repeat service (M/M/1/0) -- 14. Multi servicer, repeat service (M/M/k/0) -- 15. Tandem queues (M/M/1) -- 16. Priority system, one server, infinite queue (M/M/1/P) -- 17. Priority, one server, arbitrary service (M/G/1//P) -- 18. One server, constant service (M/D/1) -- 19. Exponential arrivals, Erlang service (M/E2/1) -- 20. Erlang arrivals, exponential service (E2/M/1) -- 21. Erlang arrivals, Erlang service (El/E2/1) -- 22. Waiting time density, one service (M/M/1) -- 23. Waiting time density, multi service (M/M/k).
Bibliography noteIncludes bibliographical references and index.
Access restrictionAvailable only to authorized users.
Technical detailsMode of access: World Wide Web
Genre/formElectronic books.
LCCN 2012934665
ISBN9781461437123 (hbk.)
ISBN1461437121 (hbk.)