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Analyzing an M|M|N queueing system with feedback by the method of asymptotic analysis of the number of occupied servers in the system and the number of customers in the orbit, the asymptotic
Asymptotic analysis of retrial queueing system M/M/1 with impatient customers, collisions and unreliable server recovery time are supposed to be exponentially distributed. An asymptotic analysis method is used to find
Асимптотический анализ RQ-системы с вызываемыми и возвратными заявками в диффузионной средеAsymptotic analysis of the retrial queue with two-way communication, returning customers
Asymptotic-diffusion analysis of multiserver retrial queue with two-way communication a distinct exponential distribution. Using the asymptotic-diffusion analysis method we derive
Asymptotic analysis methods for multi-server retrial queueing systems the asymptotic methods for analysis of the system under long delay and heavy load conditions. Application areas
Asymptotic analysis of intensity of Poisson flows assembly of an assembly of Poisson flows to the intensity of a stationary Poisson flow. Analysis of the results shows
Asymptotic diffusion analysis of an retrial queueing system M/M/1 with impatient calls of calls in the orbit have exponential distribution. Asymptotic diffusion analysis method is proposed
Asymptotic analysis of the output process in retrial queue with two-way communication and MAP input idle time the server also makes an outgoing calls. We use asymptotic analysis method under low rate
ASYMPTOTIC ANALYSIS OF INFINITE ORDER SINGULAR PERTURBATED STOCHASTICS DIFFERENTIAL EQUATIONSAsymptotic analysis of infinite order singular perturbated stochastics differential equations
ASYMPTOTIC ANALYSIS OF PERIODIC BOUNDARY VALUE PROBLEMS SOLUTIONS FOR KADYSHEVSKY EQUATIONAsymptotic analysis of solutions for the periodic boundary value problem of Kadyshevsky equation
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