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Journal of the Operational Research Society Volume 35, 1984 - Issue 5
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Technical Note

The Infinite Server Queue with Arrivals Generated by a Non-Homogeneous Compound Poisson Process

D. FakinosDepartment of Operations ResearchNavy General StaffAthens
Pages 439-445 | Published online: 20 Dec 2017

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Read on this site (3)

David Worthington, Martin Utley & Dan Suen. (2020) Infinite-server queueing models of demand in healthcare: A review of applications and ideas for further work. Journal of the Operational Research Society 71:8, pages 1145-1160.
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Sebastian Schweer & Cornelia Wichelhaus. (2015) Queueing Systems of INAR(1) Processes with Compound Poisson Arrivals. Stochastic Models 31:4, pages 618-635.
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Economou Antonis & Fakinos Demetrios. (1999) The infinite server queue with arrivals generated by a non-homogeneous compound poisson process and heterogeneous customers. Communications in Statistics. Stochastic Models 15:5, pages 993-1002.
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Articles from other publishers (5)

Christian Gouriéroux & Yang Lu. (2021) Noncausal counting processes: A queuing perspective. Electronic Journal of Statistics 15:2.
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Antonis Economou & Demetrios Fakinos. (2003) A continuous-time Markov chain under the influence of a regulating point process and applications in stochastic models with catastrophes. European Journal of Operational Research 149:3, pages 625-640.
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J.C. Paradi, C. Marr, M. Wong & G. Yan. (1995) Simulation based alternative strategies in risk and service guarantee tradeoffs in the international funds transfer system at a large Canadian Bank. IEEE Transactions on Engineering Management 42:4, pages 387-396.
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D. Fakinos. (1990) On the M/G/k group-arrival loss system. European Journal of Operational Research 44:1, pages 75-83.
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Christian Gouriéroux & Yang Lu. (2019) Noncausal Count Processes. SSRN Electronic Journal.
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