Abstract
The SIP protocol defines the Invite messages initiating the session and the nonInvite ones, which are sent on its stabilizing, being privileged since the resetting of these messages due to an overload leads to ceasing of the user’s session setting. The queueing system with polling, two queues of limited capacity, and threshold control of the load generated by nonpriority messages is studied in the present paper to be applied to a solution of the overload control problem in a server network with the SIP protocol. Under the simplest Markovian assumptions, the exhaustive and gated service disciplines are investigated, a method for calculating the transfer rate matrix of the Markovian process is proposed, formulas for calculating the basic probabilistic measures are obtained, and their numerical analysis is carried out.
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References
Rosenberg, J., Schulzrinne, H., Camarillo, G., et al., SIP: Session initiation protocol, in RFC (Request for Comments) 3261, 2002.
Rosenberg, J., Requirements for management of overload in the session initiation protocol, in RFC (Request for Comments) 5390, 2008.
Hilt, V., Noel, E., Shen, C., and Abdelal, A., Design considerations for session initiation protocol (SIP) overload control, RFC (Request for Comments) 6357, 2011.
Gurbani, V., Hilt, V., and Schulzrinne, H., Session initiation protocol (SIP) overload control (LBOC), in draftietf-soc-overload-control-12, 2013.
Noel, E. and Williams, P.M., Session initiation protocol (SIP) rate control (RBOC), in draft-ietf-soc-overloadrate-control-04, 2013.
Ohta, M., Overload control in a SIP signaling network, Int. J. Electr. Electron. Eng., 2009, pp. 87–92.
Abaev, P., Gaidamaka, Y., and Samouylov, K., Modeling of hysteretic signaling load control in next generation networks, Proc. 12th Int. Conf. NEW2AN 2012, and 5th Conf. ruSMART 2012, St. Petersburg, 2012; Lect. Notes Comp. Sci., 2012, vol. 7469, pp. 440–452.
Abaev, P., Gaidamaka, Y., and Samouylov, K., Queuing model for loss-based overload control in a SIP server using a hysteretic technique, Proc. 12th Int. Conf. NEW2AN 2012 and 5th Conf. ruSMART 2012, St. Petersburg, 2012; Lect. Notes Comp. Sci., 2012, vol. 7469, pp. 371–378.
Homayouni, M., Nemati, H., Azhari, V., and Akbari, A., Controlling overload in SIP proxies: An adaptive window based approach using no 3xplicit feedback, Proc. Global Telecom. Conf. GLOBECOM, 2010, pp. 1–5.
Abdelal, A. and Matragi, W., Signal-based overload control for SIP servers, Proc. Consum. Commun. Network. Conf. (CCNC), 2010, pp. 1–7.
Montagna, S. and Pignolo, M., Comparison between two approaches to overload control in a real server: “local” or “hybrid” solutions? Proc. 15th IEEE Mediterranean Electrotechnical Conf. MELECON, 2010, pp. 845–849.
Hong, Y., Huang, C., and Yan, J., Mitigating SIP overload using a control-theoretic approach, Proc. IEEE Global Telecommunications Conf. GLOBECOM, 2010, pp. 1–5.
Samuilov, K.E., Metody analiza i rascheta setei OKS 7 (Methods of Analysis and Calculation of CCSS 7 Networks), Moscow: Ross. Univ. Druzhb. Narod., 2002.
ITU-T Recommendation Q.704: Signaling System No.7 — Message Transfer Part, in Signaling Network Functions and Messages, 1996.
Vishnevskii, V.M. and Semenova, O.V., Sistemy pollinga: teoriya i primenenie v shirokopolosnykh besprovodnykh setyakh (Polling Systems: Theory and Application in Wideband Wireless Networks), Moscow: Tekhnosfera, 2007.
Johnston, A., Donovan, S., Sparks, R., et al., Session initiation protocol (SIP) basic call flow examples, RFC (Request for Comments) 3665, 2003.
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Original Russian Text © Yu.V. Gaidamaka, 2013, published in Avtomatika i Vychislitel’naya Tekhnika, 2013, No. 4, pp. 65–75.
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Gaidamaka, Y.V. Model with threshold control for analyzing a server with an SIP protocol in the overload mode. Aut. Control Comp. Sci. 47, 211–218 (2013). https://doi.org/10.3103/S0146411613040044
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DOI: https://doi.org/10.3103/S0146411613040044