On convergence rate for Erlang–Sevastyanov type models with infinitely many servers. In memory and to the 90th anniversary of A.D. Solovyev (06.09.1927–06.04.2001)
Veretennikov, AY
(2017)
On convergence rate for Erlang–Sevastyanov type models with infinitely many servers. In memory and to the 90th anniversary of A.D. Solovyev (06.09.1927–06.04.2001).
Theory of Stochastic Processes, 22 (38).
pp. 89-103.
ISSN 0321-3900
Abstract
Polynomial convergence rate to stationarity is shown for extended Erlang – Sevastyanov’s model with variable intensities of service and arrivals.
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Authors/Creators:
Veretennikov, AY
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This article is protected by copyright. Reproduced with permission from the Editorial Board of the journal Theory of Stochastic Processes.
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