Study of the Queuing Systems $$M|GI|N|\infty $$ M | G I | N | ∞

Author:

Lisovskaya Ekaterina,Moiseeva Svetlana

Publisher

Springer International Publishing

Reference5 articles.

1. Brown, L., Gans, N., Mandelbaum, A., et al.: Statistical analysis of a telephone call center: a queueing-science perspective. J. Am. Stat. Assoc. 100, 36–50 (2005)

2. Jouini, O., Aksin, Z., Dallery, Y.: Call centers with delay information: models and insights. Manuf. Serv. Operat. Manag. 13, 534–548 (2011)

3. Kleinrock, L., Grushko, I.I., Neiman, V.I.: Queueing Theory. Translated from English. Mechanical Engineering (1979)

4. Lisovskaya, E.Yu., Moseeva, S.P.: Study of the process the number of customers in the system $$M|GI|N|\infty $$ M | G I | N | ∞ . Probability theory, stochastic processes, mathematical statistics and applications. In: Proceedings of the International Scientific Conference Devoted to the 80th Anniversary of Professor, Doctor of Physical and Mathematical Sciences Gennady Alekseevich Medvedev, pp. 123–127 (2015). (in Russian)

5. Nazarov, A., Terpugov, A.F.: Queueing Theory: Textbook. Publishing House of the NTL, Tomsk (2010). (in Russian)

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