Polling systems with permanent and transient jobs

References

• Altman , E. and Yechiali , U. “ Polling in a Closed Network ” . In Probability in the Engineering and Informational Sciences 327 – 343 .
   Google Scholar
• Boxma , O. J. and Cohen , J. W. 1991 . The M|G|1 Queue with Permanent Customers . IEEE Journal on Selected Areas in Communications , 9 : 179 – 184 .
   Web of Science ®Google Scholar
• Boxma , O. J. , Levy , H. and Yechiali , U. 1992 . Cyclic Reservation Schemes for Efficient Operation of Multiple-Queue Single-Server Systems . Annals of Operations Research , 35 : 187 – 208 .
   Google Scholar
• Boxma , G. J. , Weststrate , J. A. and Yechiali , U. 1993 . A Globally Gated Polling System with Server Interruptions, and Applications to the Repairman Problem . Probability in the Engineering and Informational Sciences , 7 : 187 – 208 .
   Google Scholar
• Browne , S. and Yechiali , U. 1989 . Dynamic Priority rules for Cyclic-Type Queues . Advances in Applied Probability , 21 : 432 – 450 .
   Web of Science ®Google Scholar
• Eisenberg , M. 1972 . Queues with Periodic Service and Changeover Time . Operations Research , 20 : 440 – 451 .
   Web of Science ®Google Scholar
• Levy , H. and Sidi , M. 1990 . Polling Systems: Applications, Modeling and Optimization . IEEE Transactions on Communications , 8 : 1750 – 1760 .
   Google Scholar
• Sidi , M. , Levy , H. and Fuhrmann , S. W. 1992 . A Queueing Network with a Single Cyclically Roving Server . Queueing Systems , 11 : 121 – 144 .
   Google Scholar
• Takagi , H. “ Analysis of Polling Systems ” . MIT Press .
   Google Scholar
• Takagi , H. and Takagi , H. “ Queueing Analysis of Polling Models: an Update ” . In In: Stochastic Analysis of Computer and Communications Systems Edited by: Takagi , H. 267 – 318 .
   Google Scholar
• Yechiali , U. , Donatiello , L. and Nelson , R. “Analysis and Control of Polling Systems” . In: Performance Evaluation of Computer and Communication Systems . Edited by: Nelson , R. pp. 630 – 650 . Springer Verlag .
   Google Scholar