| Reference: | [1] F. Baccelli and G. Hebuterne. On queues with impatient customers. 1981.
[2] A. Brandt and M. Brandt. On the m (n)/m (n)/s queue with impatient calls. Performance
Evaluation, 35(1):1–18, 1999.
[3] B. D. Choi, B. Kim, and J. Chung. M/m/1 queue with impatient customers of higher
priority. Queueing Systems, 38(1):49–66, 2001.
[4] O. Garnett, A. Mandelbaum, and M. Reiman. Designing a call center with impatient customers.
Manufacturing & Service Operations Management, 4(3):208–227, 2002.
[5] F. Iravani and B. Balcıog̃lu. On priority queues with impatient customers. Queueing
Systems, 58(4):239–260, 2008.
[6] D. L. Jagerman. Difference equations with applications to queues. CRC Press, 2000.
[7] O. Jouini and A. Roubos. On multiple priority multi-server queues with impatience. Journal
of the Operational Research Society, 65(5):616–632, 2013.
[8] O. Jouini, Z. Aksin, and Y. Dallery. Call centers with delay information: Models and
insights. Manufacturing & Service Operations Management, 13(4):534–548, 2011.
[9] E. P. Kao and S. D. Wilson. Analysis of nonpreemptive priority queues with multiple
servers and two priority classes. European Journal of Operational Research, 118(1):181–
193, 1999.
[10] O. Kella and U. Yechiali. Waiting times in the non-preemptive priority m/m/c queue.
Stochastic Models, 1(2):257–262, 1985.
[11] T. Phung-Duc and K. Kawanishi. Multiserver retrial queues with after-call work. Numerical
Algebra, Control and Optimization, 1(4):639–656, 2011.
[12] T. Phung-Duc, H. Masuyama, S. Kasahara, and Y. Takahashi. A simple algorithm for the
rate matrices of level-dependent qbd processes. In Proceedings of the 5th international
conference on queueing theory and network applications, pages 46–52. ACM, 2010.
[13] T. Phung-Duc, H. Masuyama, S. Kasahara, and Y. Takahashi. A matrix continued fraction
approach to multiserver retrial queues. Annals of Operations Research, 202(1):161–183,
2013.
[14] V. Sarhangian and B. Balciog̃lu. Waiting time analysis of multi-class queues with impatient
customers. Probability in the Engineering and Informational Sciences, 27(03):333–352,
2013.
[15] A. Sleptchenko. Multi-class, multi-server queues with non-preemptive priorities. Eurandom,
2003.
[16] Q. Wang. Modeling and analysis of high risk patient queues. European Journal of Operational
Research, 155(2):502–515, 2004.
[17] S. Zeltyn, Z. Feldman, and S. Wasserkrug. Waiting and sojourn times in a multi-server
queue with mixed priorities. Queueing Systems, 61(4):305–328, 2009. |
