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Polling Model of a SIP Server with Exhaustive and Gated Service Disciplines
Gaidamaka Y.V., Zaripova E.R.
service disciplines. We have derived mean queuing delays for suggested models and evaluated results.
Polling system with threshold control for modeling of SIP server under overload
Shorgin S., Samouylov K., Gaidamaka Y., Etezov S.
the threshold control of loading by low-priority customers. The exhaustive and gated service disciplines
Model with threshold control for analyzing a server with an SIP protocol in the overload mode
Gaidamaka Y.V.
protocol. Under the simplest Markovian assumptions, the exhaustive and gated service disciplines
Comparison of polling disciplines when analyzing waiting time for signaling message processing at SIP-server
Gaidamaka Y., Zaripova E.
time for the gated and the exhaustive service disciplines using input data applicable to signaling
Creating a model of SIP-server based on a exhaustive polling discipline and threshold control
Shestakova A.A.
This work considers a model of exhaustive polling discipline and two thresholds of overload control.
Stationary distribution of waiting time in MAP/G/1/N queueing system with LIFO service discipline
Dudin A., Klimenok V., Samouylov K.
with the LIFO (Last In – First Out) service discipline. It is well known that stationary distribution
Stationary state probabilities of an MAP/G/1 system with inverse probabilistic service discipline
Pechinkina O.A.
The stationary state probabilities of a queue system with Markov arrivals and service discipline
Stationary probabilities of states in the system MAP/G/1 with inverse probabilistic service discipline
Pechinkina O.A., Kreimer Joseph
The queueing system MAP/G/1 with Markovian input of requirements is considered. The service
On analytical modeling of IMS conferencing server
Abaev P., Beschastny V., Tsarev A.
-proxy. The queuing model with batch exhaustive service and working vacations is constructed and analyzed
Analysis of the queue with phase type distributions and inverse service discipline with interruptions
Bocharov P.P., Pavlova O.I.
-Poisson flow) and service time and with inverse service discipline with interruptions is investigated

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